tag:blogger.com,1999:blog-67052591748527515542024-03-27T00:26:40.119-07:00Harry's radio'sUnknownnoreply@blogger.comBlogger77125tag:blogger.com,1999:blog-6705259174852751554.post-19872881179585386912024-03-25T02:57:00.000-07:002024-03-25T02:57:52.371-07:00LoRa experimenten 25 maart 2024<p>Even wat 'spelen' met LoRa.<br />Een paar modulekes besteld op Ebay: <a href="https://www.benl.ebay.be/itm/265679153340"><KLIK></a><br />Kost net iets meer dan 5€ op dit moment.<br />De modules zijn voor 70cm, dat is gemakkelijk omdat we daar kunnen luisteren, en omdat we daar antennes voor hebben. Ze zijn reeds op een printje gemonteerd en passen op experimenteerprint. Voor de antenne is een IPX aansluiting voorzien.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh81pxqiFOWDB4h1FPDqzqwmXE1wuRMfdFzQ47VyyJeT0Zgyqncml_QQ4jDW6pgVbkOFHS_j9KFXOTjKcGejwQVKM_LSM1F8mspmvIpQJZCF9wK16_y2_QIdnS8xEm5uWaU9gdDcl0B0DvSV5ftLpj2ej8ZA0fq2fzbIeI5desEQ08VYtoTwA2hwxhqhWQ/s792/module%20Ra02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="379" data-original-width="792" height="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh81pxqiFOWDB4h1FPDqzqwmXE1wuRMfdFzQ47VyyJeT0Zgyqncml_QQ4jDW6pgVbkOFHS_j9KFXOTjKcGejwQVKM_LSM1F8mspmvIpQJZCF9wK16_y2_QIdnS8xEm5uWaU9gdDcl0B0DvSV5ftLpj2ej8ZA0fq2fzbIeI5desEQ08VYtoTwA2hwxhqhWQ/w640-h306/module%20Ra02.jpg" width="640" /></a></div><br />Voor het testen werden 2 identieke experimenteerprintjes bestukt. <br />De opstelling wordt voorbereid en getekend in Inkscape, zo kun je alles mooi laten passen.<br />Er werd voor in de toekomst rekening gehouden met het aansluiten van zowel onewire- als I2C sensors. <br />Op enkele vrije uitgangen van de Promini werden LEDs voorzien.<br />Tevens werd een JST aansluiting voor een (Li-ion) batterij voorzien, en een spanningsdeler om de spanning ervan te meten.<br />Bij testen gebeurt de voeding uit USB, via een FTDI adapter die op 3.3V ingesteld staat.<br />Vermits de LoRa modules op 3.3V werken werd een Arduino Pro-mini op 3.3V gebruikt; dit past mooi met de Li-ion batterij. De regelaar op de Promini is low-drop zodat de batterij bijna volledig tot op het einde kan gebruikt worden.<br />Voor de reset aansluiting aan de LoRa module werd een jumper voorzien waarmee kan gekozen worden tussen de reset van de Arduino of D9 die in sommige gevallen gebruikt wordt.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBS9FOBDegiAHPs8UY0pBnFe3s7VVLUAGDeWwiQ4bnYbdqH7faraWVXjagm9Mx0NC9wmy5mveBv3iNPPxuPQ5auD_A3m2zFcLz048iez0a2YDtGNMnY5tv3HvAVOqaG8-O-r3lc9TaAQCCBvqYXYTN_x1pVkwyB3qxih3rikx0RyHWsYlpYDwY7NS09pI/s1006/opstelling%20Inkscape.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="705" data-original-width="1006" height="448" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBS9FOBDegiAHPs8UY0pBnFe3s7VVLUAGDeWwiQ4bnYbdqH7faraWVXjagm9Mx0NC9wmy5mveBv3iNPPxuPQ5auD_A3m2zFcLz048iez0a2YDtGNMnY5tv3HvAVOqaG8-O-r3lc9TaAQCCBvqYXYTN_x1pVkwyB3qxih3rikx0RyHWsYlpYDwY7NS09pI/w640-h448/opstelling%20Inkscape.png" width="640" /></a><br /><br /><br />Beide modules, hier met de linkse in een testopstelling met een BMP280 sensor.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpn-XcX0FlhjK3rH4FNqo2iw9_2OMpGHEEQTuQhIolnMtXIwjj2pr8Ef2VNqhAeWNtW7ZUOuMh6iw_-Sb7FtLb73yZWiBlSgLA9Cogq28mjZFxtI4uxkuW9xKMmuKOUTiXLwjjUJD6bzzTDUXTuX6R-943NU4llwkt1vXhELYJacRHLCqRs-vn5wVfJas/s1920/P1180889a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpn-XcX0FlhjK3rH4FNqo2iw9_2OMpGHEEQTuQhIolnMtXIwjj2pr8Ef2VNqhAeWNtW7ZUOuMh6iw_-Sb7FtLb73yZWiBlSgLA9Cogq28mjZFxtI4uxkuW9xKMmuKOUTiXLwjjUJD6bzzTDUXTuX6R-943NU4llwkt1vXhELYJacRHLCqRs-vn5wVfJas/w640-h480/P1180889a.jpg" width="640" /></a><br /><br />Detail van de linkse module. Niet zo goed te zien: de I2C connector werd dubbel uitgevoerd.<br />De LEDs worden nog niet gebruikt.<br />Eentje kan bvb. dienen om de ontvangst van een pakket aan te tonen.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrjmvx62GCheS2_8A8YEv00wf-14lRoXFrnpFaapzMypyH-eU1o01eTbWXO4UjKEHjmQNF1CRgNaNGkPjXbTu9chp3Pu8cwHj20ZvnKJRlFsx2uC5fmsMKkMWMR0pR3DFS5ra_MXCq5PjxqpJpAOyGZIhiLoUOtwqQCZgiJpqzoYXuNAEp8TWszErhGr0/s1920/P1180887a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrjmvx62GCheS2_8A8YEv00wf-14lRoXFrnpFaapzMypyH-eU1o01eTbWXO4UjKEHjmQNF1CRgNaNGkPjXbTu9chp3Pu8cwHj20ZvnKJRlFsx2uC5fmsMKkMWMR0pR3DFS5ra_MXCq5PjxqpJpAOyGZIhiLoUOtwqQCZgiJpqzoYXuNAEp8TWszErhGr0/w640-h480/P1180887a.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><p><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> <br /></p><br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-31981846286973173732024-03-23T09:28:00.000-07:002024-03-23T09:28:52.105-07:00ON0HVL RSSI logging met Kenwood TK359 - 1 maart 2024<br /><p>Al sedert de ingebruikname, op 20 nov 2021, van de analoge UHF repeater ON0HVL op 439.125MHz staat hier een logger die de activiteit en signaalsterkte monitored en logt. Zie <a href="https://harrysradios.blogspot.com/2021/11/on0hvl.html"><KLIK></a><br />Zoals zo vaak was deze opstelling voorlopig. Voor de definitieve opstelling werd eindelijk een oplossing uitgewerkt, en het leek mij een goed idee dit wat te documenteren. Sommige zaken waren immers in de vergetelheid geraakt of helemaal niet gedocumenteerd. Bijvoorbeeld welke weerstanden gebruikt werden voor de spanningsdeler aan de AD ingang.<br /><br />Voor de ontvanger wordt gebruik gemaakt van een Kenwood TK359 UHF portabel. Mits bijtunen prima geschikt voor de 70cm amateurband.<br />In het IF zit een MC3372 low power narrowband IF van Motorola dat met een keramische disciminator werkt. De MC3371 is bijna gelijk maar werkt met een LC discriminator. <br /><br />Het interessante is de dedicated RSSI uitgang, op pin 13.<br />Zoals op onderstaande grafiek te zien is de output nagenoeg lineair tussen -90 en -30dBm.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm03yR1i-qVTn8ioOHC1Pxa5GFfDqfRNwoEMe922V37-aaiJA3OJWaO9kebHSaWJJYpCIek7sZfKoRCg2NDP8VDMfn-Cckz1asXQh_xU_tpulWWdppuvS7Jn7fSHTTOBQVls1xfY6Cwn4BgPHBFCeFBNnugWVdRNdrYDk9ox4yrgxxy8KHMxX1w5u0djA/s746/MC3372_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="520" data-original-width="746" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm03yR1i-qVTn8ioOHC1Pxa5GFfDqfRNwoEMe922V37-aaiJA3OJWaO9kebHSaWJJYpCIek7sZfKoRCg2NDP8VDMfn-Cckz1asXQh_xU_tpulWWdppuvS7Jn7fSHTTOBQVls1xfY6Cwn4BgPHBFCeFBNnugWVdRNdrYDk9ox4yrgxxy8KHMxX1w5u0djA/w640-h446/MC3372_2.jpg" width="640" /></a><br /><br /><br />Zoals in de datasheet<br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidXgnzD5Ui8WUl_SlfS4PyMl2KEYSsHx4LZ-qbaTWI84JSAZl6RMBSmIjmiwm6BcWZnFCwCYnqA23_AQ5L13dGk0UArf-Dq8_-v8RljJ93KtQd3qIBdYPSr6BE1MEaS9SnvuffiduMSFLhCnDrlU_87cmEXAYlcTtxslvnV21Se6UAtdz2cimq3lvDTaM/s903/MC3372_1.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="824" data-original-width="903" height="584" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidXgnzD5Ui8WUl_SlfS4PyMl2KEYSsHx4LZ-qbaTWI84JSAZl6RMBSmIjmiwm6BcWZnFCwCYnqA23_AQ5L13dGk0UArf-Dq8_-v8RljJ93KtQd3qIBdYPSr6BE1MEaS9SnvuffiduMSFLhCnDrlU_87cmEXAYlcTtxslvnV21Se6UAtdz2cimq3lvDTaM/w640-h584/MC3372_1.jpg" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p>En meer specifiek hoe de uitgang van de RSSI pin er uit ziet. Eigenlijk een stroombron; die wordt in een spanning omgezet door aan de pin een 51K weerstand aan te sluiten.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk8VkN47GvdCW4x8Poo9IZnCf8HnWr1RbvOsiAWNdefPurh16aMnovNkhHQjw34uWn4P72fk8sr7i2Npjbkoad71VqJDIFQ4Kg4RUVH4GBNibkZPkTgrE5oE_Jlhsxa43rL83CPFmmw6vPoWJ7qqoQO9LvgMv1fcmJKaA68RNGS14M1cV0XASRzVi3sJA/s1423/MC3372_3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="414" data-original-width="1423" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk8VkN47GvdCW4x8Poo9IZnCf8HnWr1RbvOsiAWNdefPurh16aMnovNkhHQjw34uWn4P72fk8sr7i2Npjbkoad71VqJDIFQ4Kg4RUVH4GBNibkZPkTgrE5oE_Jlhsxa43rL83CPFmmw6vPoWJ7qqoQO9LvgMv1fcmJKaA68RNGS14M1cV0XASRzVi3sJA/w640-h186/MC3372_3.jpg" width="640" /></a><br /><br /><br />Hier kun je meer in detail zien hoe de RSSI werkt; dit werd bvb. ook toegepast in de CA3089 discriminator.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuJR4rfMzYO_40Rt126x6hauGVDxLLfc3GeNJ43dJNn0Dh-vUXaSavAtt-LmM0qwnaftxWdPK9lHyUajLUh04bKr541UdowiKOUrRVPrfJG514fUzkaFS3XAjFMHGBkJDgzl0cx-JG0j0LwkX2iJviw-biTQp1_jLxWeKOB138ncUeG_Az_l6aoCMy62U/s1355/MC3372_4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="891" data-original-width="1355" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuJR4rfMzYO_40Rt126x6hauGVDxLLfc3GeNJ43dJNn0Dh-vUXaSavAtt-LmM0qwnaftxWdPK9lHyUajLUh04bKr541UdowiKOUrRVPrfJG514fUzkaFS3XAjFMHGBkJDgzl0cx-JG0j0LwkX2iJviw-biTQp1_jLxWeKOB138ncUeG_Az_l6aoCMy62U/w640-h420/MC3372_4.jpg" width="640" /></a><br /><br /><br />In praktijk wordt een 47K weerstand gebruikt. <strike>zoals op onderstaande foto van een aangepaste Kenwood TK359.</strike><br />Deze aansluiting gaat naar de analoge ingang van een ESP8266 via een spanningsdeler 680K (serie) en 330K (naar massa) die ongeveer door 3 deelt. De maximale ingangsspanning op de analoge pin bedraagt ongeveer 1V.<br /><br />Deze spanning wordt gemeten, en meteen gemapped in de sketch.<br />Mapping is eenvoudige manier om een reeks waarden om te zetten in een andere waarde. Dit kan uiteraard puur manueel met de regel van drie. Hier wordt de AD waarde meteen in dBuV gemapped.<br /><br />Hieronder de grafiek van de spanning in functie van ingangssignaal, de blauwe lijn.<br />De spanning op zich is niet echt belangrijk, hier wordt de waarde uit de AD converter van de ESP8266 uitgezet. De curve is bijna lineair tussen 0 en 50dBuV.<br />In de tabel werd een benadering emprisch bepaald (lees trial and error), de rode lijn, die de metingen best benaderd. Voor de omzetting naar dBm wordt 107 afgetrokken van de dBuV waarde.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIMmylqm7Vwm-VW0q9Y6shz8JPs_r59IfMlgscYUQQZNUYWmgREA23RXM6vvrdfEctLIKO5crgIHMx-V096htZ2p1MBNYZdGdWEAmkXcv_7ncybTyzKwP5jU8aQKf7XnoFdbPl-NvKnJ2RSIxR9Mz5Gt-J97ze5x-JiD7pKZa3LGJusKCPV___hXTpVmE/s1323/tabel%20ijking.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="535" data-original-width="1323" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIMmylqm7Vwm-VW0q9Y6shz8JPs_r59IfMlgscYUQQZNUYWmgREA23RXM6vvrdfEctLIKO5crgIHMx-V096htZ2p1MBNYZdGdWEAmkXcv_7ncybTyzKwP5jU8aQKf7XnoFdbPl-NvKnJ2RSIxR9Mz5Gt-J97ze5x-JiD7pKZa3LGJusKCPV___hXTpVmE/w640-h258/tabel%20ijking.jpg" width="640" /></a></div><p>De mapping hier ziet er als volgt uit in Arduino code:<br />dBuV = map(AD waarde ESP, 100, 1000, -300, 600);<br /><br />De 'AD waarde ESP' kan varieren tussen 100 en 1000. De mapping moet daarbij een resultaat geven tussen -30 en 60dBuV. Merk op dat mapping enkel met integers werkt. Om ook dB waarde met één cijfer na de komma te verkrijgen wordt de mapping uitgedrukt in tienden dB. Achteraf deze waarde door 10 delen geeft een waarde in dB met 1 cijfer na de komma.<br /><br /><br /><br /><br />De 5EL DK7ZB (28ohm) gemaakt op een houten stokje<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgco8hzuujfbl8nMR6Njs4XDDKrGcoMQnWCrs7Vk2BFSksI5vERpQm0MWfoWMqOrcFs1Kojqp9DMHgdI6vZlsezo0-lahykTmih0wVTou6GYtM14jmftW4kCo-Ak82FonUe0UCBmucApyyRsg3B-1-7hs7FU-_vmM1jSK-Wu5bwWJ7aQpWAhngFokY3ucA/s1920/P1180822a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgco8hzuujfbl8nMR6Njs4XDDKrGcoMQnWCrs7Vk2BFSksI5vERpQm0MWfoWMqOrcFs1Kojqp9DMHgdI6vZlsezo0-lahykTmih0wVTou6GYtM14jmftW4kCo-Ak82FonUe0UCBmucApyyRsg3B-1-7hs7FU-_vmM1jSK-Wu5bwWJ7aQpWAhngFokY3ucA/w640-h480/P1180822a.jpg" width="640" /></a><br /><br />De impedantie balun naar 50ohm met 75ohm teflon kabeltjes<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipGt6o5c5aq4_2MbRBdQ4HukKvnAL9REeOpRynIUrXLdLT_0RuoxsfucX06wZhyvWdMPJ8hi8_ujZjtpF0R7gp_9LRNJacOg2q3DcMB_n8iYAHzG7VhVLru6nwh2BDACDCiTl-qAjK9QHU6B9WCEkISOWYE_UcOTVjdTLnSvhhJ1JdlNp7QC-uy3wSe9k/s1920/P1180825a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipGt6o5c5aq4_2MbRBdQ4HukKvnAL9REeOpRynIUrXLdLT_0RuoxsfucX06wZhyvWdMPJ8hi8_ujZjtpF0R7gp_9LRNJacOg2q3DcMB_n8iYAHzG7VhVLru6nwh2BDACDCiTl-qAjK9QHU6B9WCEkISOWYE_UcOTVjdTLnSvhhJ1JdlNp7QC-uy3wSe9k/w640-h480/P1180825a.jpg" width="640" /></a><br /><br />De opstelling onder het dak op de rommelzolder<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3rjUChjO04Arq634_jyGnZnunqrhOHfmo0DEF-K4urVuEbHa1cDLGbpzVr0Lw5qYOVGFgF7owykVSHBl2iMyPT2d2mEC1MPhwp65k92d9j9ClmoMiT4INqISvbvkSSA31u7cW3bkTZrKuWPoShf7VolVIKH6s3_QgL65AGrSWmjVZ4ON7J2GSzp5Lang/s2560/P1180827a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2560" data-original-width="1920" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3rjUChjO04Arq634_jyGnZnunqrhOHfmo0DEF-K4urVuEbHa1cDLGbpzVr0Lw5qYOVGFgF7owykVSHBl2iMyPT2d2mEC1MPhwp65k92d9j9ClmoMiT4INqISvbvkSSA31u7cW3bkTZrKuWPoShf7VolVIKH6s3_QgL65AGrSWmjVZ4ON7J2GSzp5Lang/w480-h640/P1180827a.jpg" width="480" /></a><br /><br />Vorige opstelling werkte niet goed, er werd een andere plaats gezocht waar minder muur in de weg zit richting ON0HVL<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqhV7OhN024MrhSQ4kNHmraDfRkb-ntCLxI2Oes1Qufx-pANQsP_azsjBUMsy1dZ4tvstmdUE8HFMxcVBTVzF3MTZr32SvB4aVLeatZ5EW9sS-qDNAUxT9mnrPkpmOAtWqmNWv9drUGoRzRk0_MLYySAVQkD9Fmp91WTOmjc-yMC8f4QZRSeNvts9tGk8/s1920/P1180890a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqhV7OhN024MrhSQ4kNHmraDfRkb-ntCLxI2Oes1Qufx-pANQsP_azsjBUMsy1dZ4tvstmdUE8HFMxcVBTVzF3MTZr32SvB4aVLeatZ5EW9sS-qDNAUxT9mnrPkpmOAtWqmNWv9drUGoRzRk0_MLYySAVQkD9Fmp91WTOmjc-yMC8f4QZRSeNvts9tGk8/w640-h480/P1180890a.jpg" width="640" /></a><br /><br />De praktische opbouw van de logger op een stukje pertinaxplaat.<br />Linksboven een chinees switch mode regelaar die de 12V uit de adapter naar 7.5V brengt voor de portabel en de ESP8266 PCB waar een LM1117 op zit om 3.3V te maken.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTVjQ4TWhWt54SUIT56hrvuRLtes2TC5L5Y3CDADdjW6u4xIxplYKT-Ck3dPkqGyiwzCj3-Jb3ZhWNEe-zit-lH0ijsoDUzKoeVE502GbLI1Acry7mPDfokBghbFIWmoZVZNeWt1m0Tw_yb5PfDzyGK84Q6lP6IvWqCDubReNx_cG_enWdlq2JhNQwnrM/s1920/P1180885a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTVjQ4TWhWt54SUIT56hrvuRLtes2TC5L5Y3CDADdjW6u4xIxplYKT-Ck3dPkqGyiwzCj3-Jb3ZhWNEe-zit-lH0ijsoDUzKoeVE502GbLI1Acry7mPDfokBghbFIWmoZVZNeWt1m0Tw_yb5PfDzyGK84Q6lP6IvWqCDubReNx_cG_enWdlq2JhNQwnrM/w640-h480/P1180885a.jpg" width="640" /></a><br /><br />Detail, de ledjes geven het volgende aan:<br />groen: knippert om de seconde om aan te tonen dat de software draait<br />geel: signaal boven de drempelwaarde aanwezig, dus repeater is in de lucht<br />rood: brandt wanneer update naar Thingspeak wordt uitgevoerd.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyTgp596Y33EzCfQX-e3FZEogI2l1fB7VHjUUmTEV3y6NDILhyBpXCzaVqdEbZzdGB8-Wg_7-jnSJU4Pb6TuhTGzp-m35MZJ_qKYcxVGNx8YuMGPcyzvdpeNCM2X8Zquy4zxT3fsirddZ74BO8EP6SMX2QwxISmpg2rcE1Ihl1rEtdBIrmi5qL-4QD6b4/s1920/P1180883a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyTgp596Y33EzCfQX-e3FZEogI2l1fB7VHjUUmTEV3y6NDILhyBpXCzaVqdEbZzdGB8-Wg_7-jnSJU4Pb6TuhTGzp-m35MZJ_qKYcxVGNx8YuMGPcyzvdpeNCM2X8Zquy4zxT3fsirddZ74BO8EP6SMX2QwxISmpg2rcE1Ihl1rEtdBIrmi5qL-4QD6b4/w640-h480/P1180883a.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></p><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-80498060513842733782024-02-24T04:12:00.000-08:002024-03-27T00:25:38.415-07:00NWDZ RF PA V2.0<p><span style="font-size: medium;"><span style="font-family: verdana;">Te koop op Ebay: een breedband versterkermodule die tot 3W kan leveren tussen 1 en 1000Mhz voor iets van 10€. Te mooi om waar te zijn? Ik heb er twee besteld en enkele weken later ontvangen.<br />De bedoeling is om die te gebruiken als PA voor een baken.<br /><br />Eerder had ik al testen gedaan met vergelijkbare transistoren maar dit leek een mooi alternatief.<br />Op zich mooi gebouwd op een dubbelzijdig doorgemetaliseerde print, en voorzien van een koellichaam.<br />Het is niet duidelijk hoe je deze module moet bevestigen.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggoZcC-Yvyi2gHPhE-uhEERr0hg7ALDUcKd6c9DNOHlJ7ZRhYjp_MghUBVZCzu_dqlgo2yd02uKm_2APK1NIITPamDVUrs_U0ek_fPc8QSxgUe7avVXQ4-QyvBsLtwT-I0ogj5-8pVfU7D36ZSLmqweDZDGEkoctAaPaCD6q8KrEKNrD6HtFPx0p046s0/s1258/PA%202W%20Ebay.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="661" data-original-width="1258" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggoZcC-Yvyi2gHPhE-uhEERr0hg7ALDUcKd6c9DNOHlJ7ZRhYjp_MghUBVZCzu_dqlgo2yd02uKm_2APK1NIITPamDVUrs_U0ek_fPc8QSxgUe7avVXQ4-QyvBsLtwT-I0ogj5-8pVfU7D36ZSLmqweDZDGEkoctAaPaCD6q8KrEKNrD6HtFPx0p046s0/w640-h336/PA%202W%20Ebay.jpg" width="640" /></a><br /><br />De eerste testen op 70cm waren teleurstellend: er komt NIETS uit. Enkel als de frequentie verlaagd wordt naar <200MHz is er enig leven te bemerken.<br />Op de blog van <a href="https://yo5pbg.wordpress.com/tag/rd01mus1/">YO5PBG</a> was ik al bekend met het schema en een modificatie voor 70cm.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1_8sTvkGRmtJfQ4sd0xjucR6S0m7-gmTPYP3_-81FLWkn2L8V9LMOqHfaAEwm0puQLwxL5CU7p7s8niO968BB1mVFvvDh4UDmEiNHdysU2P-WpDF_ciXnSKJrRg0Wkiwe4QNHyxAIgcgaM7UjAVZCr2NH_DYwzOWWgAkcg8nLB8nTuGVxzCFIJaqBiRM/s2498/Clipboard01.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1393" data-original-width="2498" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1_8sTvkGRmtJfQ4sd0xjucR6S0m7-gmTPYP3_-81FLWkn2L8V9LMOqHfaAEwm0puQLwxL5CU7p7s8niO968BB1mVFvvDh4UDmEiNHdysU2P-WpDF_ciXnSKJrRg0Wkiwe4QNHyxAIgcgaM7UjAVZCr2NH_DYwzOWWgAkcg8nLB8nTuGVxzCFIJaqBiRM/w640-h356/Clipboard01.jpg" width="640" /></a><br /><br /><br />Ook was mij bekend met een probleem met te hoge bias van de eindtor, en eventuele modificatie.<br />Sommige reviews spreken over grote opwarming en defect gaan.<br /><br />In het exemplaar dat ik ontvangen heb was er een verschil met foto's die op internet te vinden zijn.<br />Of een foutje?<br />R4 op de PCB heeft als opdruk '163'. Dat betekent 16K, wel een groot verschil met de oorspronkelijke 2K. In ieder geval is de biasspaning van U2 daardoor een stuk lager.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVAjO_pHGi1b8SRf5i6pNg73C9J8s0duoRwni6Vxm7MCXnOQAGbq7JKlIBSygQP24A2My0n2VlYsOPeST8qoII3PAUDtRSoGTm_G25mHrscPNTpjnd9bk_c8VKi3YhZDywkD9Q7DVOsMb0zkVfLLqztmCTkCcRNoC38ZalE4mdMg38OOhid7MGOks8VjU/s1920/IMG_0939a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1206" data-original-width="1920" height="402" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVAjO_pHGi1b8SRf5i6pNg73C9J8s0duoRwni6Vxm7MCXnOQAGbq7JKlIBSygQP24A2My0n2VlYsOPeST8qoII3PAUDtRSoGTm_G25mHrscPNTpjnd9bk_c8VKi3YhZDywkD9Q7DVOsMb0zkVfLLqztmCTkCcRNoC38ZalE4mdMg38OOhid7MGOks8VjU/w640-h402/IMG_0939a.jpg" width="640" /></a><br /><br />R3, onder het blauwe ledje D4 heeft ook deze waarde; dit lijkt mij wat hoog voor een LED maar werkt wel.<br /><br />Op de PCB zie je een diode D1, in serie met de plusleiding, en voor de spanningsregelaar 78L05.<br />D1 is een zenerdiode van 7.5V, waarschijnlijk bedoeld om de dissipatie van de regelaar te beperken.<br />Echter, met 13.5V voeding heb je maar 6V aan de ingang van de regelaar waardoor er geen 5V uitkomt.<br />Ik heb hier een zener van 5.1V/1W in geplaatst.<br />Zoals meestal bij chinese producten zijn de specs onvolledig, of ontbreken totaal.<br />De voedingsspanning van de module staat bij mijn verkoper nergens opgegeven.<br />Als je iets adverteert voor HAMRADIO mag je veronderstellen dat 13.8V zal gebruikt worden...<br /><br />De gebruikte halfgeleiders zijn:<br />- een SBA5089Z voor U1. Dit is een MMIC tot 5GHz met een Pout van 13dBm.<br />- hier zit een A1G in, dit is ook een MMIC van WJ communications met als compleet nummer AG101.<br />Gaat tot 3GHz met een Pout van 15dBm.<br />- U2 is gemarkeerd K2, dit zou een RD01MUS1 van Mitsubishi zijn. Dit is een MOSFET met een Pout van typical 1.4W bij 7.2V.<br />3W output kan dus onmogelijk gehaald worden, waar hebben we dat nog meer gezien bij de chinezen?<br /><br />Louter commercieel bekeken is dit een quasi waardeloos produkt.<br />Aan de andere kant, voor die prijs kun je het zelf niet maken, en met wat modificaties is er wel iets mee te doen.<br />Als eerste werd de modificatie met het spoeltje van YO5PBG uitgevoerd: dit gaf toch al enige 100mW output op 70cm.<br />Een miniatuurtrimmer (recup, waarde niet gekend, 5pF?) aan de drain van U1 gaf nog wat meer power.<br /><br /><br />Het schema werd in Kicad nagetekend en aangepast waar nodig<br /><br /></span></span></p><p><span style="font-size: medium;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4lny0I-d29dDiHxlg9hVDqDxy1iqmoBNwZ175LxiBEqifFlOcuqXw4l4fZ5ga1hWuztYkad3SGPQ7a0tLdQGMlYU28MBDTH-64-Cw3udP2aDSFRkx29NczMW2w5_JGXrR5UCc7gnG6G3_XoUFZt4KYU2GU0Qu8B8ZM6GmomQWBMz8ug8ndIpCPGGAaUY/s1342/schema%20Kicad%20mod.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="1342" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4lny0I-d29dDiHxlg9hVDqDxy1iqmoBNwZ175LxiBEqifFlOcuqXw4l4fZ5ga1hWuztYkad3SGPQ7a0tLdQGMlYU28MBDTH-64-Cw3udP2aDSFRkx29NczMW2w5_JGXrR5UCc7gnG6G3_XoUFZt4KYU2GU0Qu8B8ZM6GmomQWBMz8ug8ndIpCPGGAaUY/s16000/schema%20Kicad%20mod.jpg" /></a></span></div><span style="font-size: medium;"><br /><span style="font-family: verdana;"><br /><br /><br /><br /><u>nog te doen</u>: de gatespanning voor U2 instelbaar maken. Met de gebruikte weerstanden staat er 1.2V op de gate.<br />Volgens onderstaande grafiek loopt er dan geen stroom. De meeste specs worden opgegeven bij Ids 100mA en daarvoor moet Vgs ongeveer 2.65V zijn.<br /></span></span><p></p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtqTbnW88veNFENVyHphE_l3GWUCOIkmOTtavOvhZJ4lfZZg2OcSXE_D5G9Q8YGj4nStRM4Xag4LMQHgqQmX0ZqCNsbxfjTSrLcFS0Lp-Wwh-N6kf_qE81i9KKlnrrV2wbqmYa5w3i8EULNzjTP9W6rPObYLMdNzY8WzqNf-kD_iZuYuvudnwwc753wAA/s460/RD01MUS1%20ids%20vgs.jpg" style="font-family: verdana; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="402" data-original-width="460" height="560" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtqTbnW88veNFENVyHphE_l3GWUCOIkmOTtavOvhZJ4lfZZg2OcSXE_D5G9Q8YGj4nStRM4Xag4LMQHgqQmX0ZqCNsbxfjTSrLcFS0Lp-Wwh-N6kf_qE81i9KKlnrrV2wbqmYa5w3i8EULNzjTP9W6rPObYLMdNzY8WzqNf-kD_iZuYuvudnwwc753wAA/w640-h560/RD01MUS1%20ids%20vgs.jpg" width="640" /></a></span></div><p><span style="font-size: medium;"><span style="font-family: verdana;">In de vorige versie waren R4 en R6 resp. 2K en 5K. Dit gaf een Vgs van 3.57V waardoor Idc meer dan 400mA bedraagt, véél te hoog dus.<br />YO5PBG heeft de waarde voor R6 verlaagd naar 1K8 waardoor Vgs naar 2.37V zakte, Ids wordt daardoor iets minder dan 50mA.<br /><br />nog niet gedaan, verder aan te vullen<br /><br /><br />Op internet zijn meerdere slechte ervaringen terug te vinden:<br /><a href="https://yo5pbg.wordpress.com/2019/10/28/the-ultrawideband-1-1000mhz-nwdz-rf-pa-2-0-initial-tests-and-improvements/"><br />https://yo5pbg.wordpress.com/2019/10/28/the-ultrawideband-1-1000mhz-nwdz-rf-pa-2-0-initial-tests-and-improvements/</a><br /><a href="https://www.mikrocontroller.net/topic/417254"><br />https://www.mikrocontroller.net/topic/417254</a><br /><br /><br /><br /><br /><br /><br /><br /><br /></span></span></p><span style="font-family: verdana;"><span style="font-size: medium;"><br /><br /><br /></span><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-49120230677519827652023-12-23T22:53:00.000-08:002023-12-23T22:53:45.881-08:00Goat Antenna Mount - 23 december 2023<p>Dit heeft niets met een geit te maken. Het vlaamse '(dak)goot' klink bijna hetzelfde, en vermits op internet het engels meestal de voertaal is kwam deze titel te voorschijn. <br /><br />Voor de ontvangst, en rapportage van weerballonnen was er nood aan een eenvoudige buitenantenne voor 403MHz. <br />Met het ontwerp van DL9RDZ <a href="https://github.com/dl9rdz/rdz_ttgo_sonde"><KLIK></a> kan een eenvoudige doch performantie ontvanger voor weerballonen gebouwd worden die de gegevens via WiFi doorstuurt naar een trackingsite.<br />De ontvanger moet dus WiFi bereik hebben, en moet dus dicht bij huis staan.<br /><br />De 'zender' van een weerballon, sonde genaamd, heeft een stalen draad als antenne, hangt naar beneden en is daardoor verticaal geploariseerd. Het zendvermogen is minder dan 100mw; het geheel werkt op 2 AA cellen. Dit voor de veelgebruikte Vaisala RS41.<br /><br />Er werd voor een klassieke groundplane antenne gekozen vanwege de eenvoud van bouw en quasi gegarandeerde werking. De stralingskarakteristiek is prima.<br /><br />Een weerballon stijgt tot ongeveer 25km hoogte. Met een goed geplaatste antenne kun je ballons ontvangen tot zo'n 800km ver. Op Radiosondy zit een handig tooltje om uw bereik te tonen.<br />Hieronder een de range die Jean-François, F5RZC bestrijkt, indrukwekkend:<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgwFlh5WPyma8kwoF5w6c-oqtbIwWRHWILiVWk4s8CUElfRyVov5I-prPbXY8AKiTrkNcGRvf234YxMEnszl5xmgzCaVa0O7tE1H-fsqbSYRkXi6FmUGkWayL-Upx7yxZcOCH1vIa41AxyrmYKN7qVH79pYvSoAfb_CmY5T0dBlaNs_VQkPsr9HKsL0dY/s1093/F5RZC%20range.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="820" data-original-width="1093" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgwFlh5WPyma8kwoF5w6c-oqtbIwWRHWILiVWk4s8CUElfRyVov5I-prPbXY8AKiTrkNcGRvf234YxMEnszl5xmgzCaVa0O7tE1H-fsqbSYRkXi6FmUGkWayL-Upx7yxZcOCH1vIa41AxyrmYKN7qVH79pYvSoAfb_CmY5T0dBlaNs_VQkPsr9HKsL0dY/w640-h480/F5RZC%20range.jpg" width="640" /></a></div><p><br />Links naar de trackingsites:<br />Radiosondy: <a href="https://radiosondy.info/">https://radiosondy.info/</a><br />Sondehub: <a href="https://sondehub.org/">https://sondehub.org/</a><br /><br /><br /><br /><b>Bouw van de antenne en beugel<br /></b><br />Hieronder de antenne voordat de radialen geplooid werden.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFuxa8ALibf0Z0SJkgoV9rzy3sRXDnfBoSiYl5jW3aMm3h4gLtCMmJejecQFbebF5mYqMUbDwdvUS-8DUQEVjnTTcuBEx2p4m3k5-72riJo9Etvbg3zSCLYaKYCRDJ5APoVDZZjHB1fwJYNV2ed31g9WVFDLszPdLrKfejmyD-VhOx_WfiuBsvDAH7_9w/s1280/ruwe%20antenne.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFuxa8ALibf0Z0SJkgoV9rzy3sRXDnfBoSiYl5jW3aMm3h4gLtCMmJejecQFbebF5mYqMUbDwdvUS-8DUQEVjnTTcuBEx2p4m3k5-72riJo9Etvbg3zSCLYaKYCRDJ5APoVDZZjHB1fwJYNV2ed31g9WVFDLszPdLrKfejmyD-VhOx_WfiuBsvDAH7_9w/w640-h480/ruwe%20antenne.jpg" width="640" /></a></div><p><br />De elementen bestaan uit dunne, 1mm verzinkte? ijzerdraad die gemakkelijk soldeerbaar zijn.<br />De 4 radialen radialen worden op een vloot gesoldeerd, de straler rechtstreeks aan de centerpin van een BNC chassisdeel. De kenners zien een 75 ohm uitvoering.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp9oH94hYLdQrW0SRYmsA6k6CTxlSY5pGIS_uk6ROPs-Xce8KVfgrmt620Ih-4sJ7kw67TPEPOhvnqVHH3-fvIyixhTz39Y4fO_e13cIpuTSbgLNmqR6HOmlSRSFeO4HgpTSKeORfyKqPl5Z-8LlyEL_L2JUNSS0M-OBhQX1kFaUJlwWrFRp2parkzNBo/s1280/BNC%20antenne.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp9oH94hYLdQrW0SRYmsA6k6CTxlSY5pGIS_uk6ROPs-Xce8KVfgrmt620Ih-4sJ7kw67TPEPOhvnqVHH3-fvIyixhTz39Y4fO_e13cIpuTSbgLNmqR6HOmlSRSFeO4HgpTSKeORfyKqPl5Z-8LlyEL_L2JUNSS0M-OBhQX1kFaUJlwWrFRp2parkzNBo/w640-h480/BNC%20antenne.jpg" width="640" /></a><br /><br /><br />Vermits de sondemonitor vlakbij de antenne zal geplaatst worden is een dunne RG174 kabel bruikbaar.<br />De BNC connector dient tevens als steun voor het chassisdeel.<br />Op de foto hieronder werd het bajonet gedeelte van de connector verdikt met een stukje 5/8 electriciteitsbuis zodat de BNC met de spanring kan vastgezet worden in de 20mm mastbuis.<br />In de definitieve versie werd een toevallig aanswezig stukje coax buitenmantel (tresse) gebruikt dat zodoende goed contact met de mastbuis geeft.<br />Het plastieken stukje onderaan de straler is afkomstig van een RG213 kabel en dient om de overgang pin/straler wat te ontlasten.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6nwGglIQrIVTZJ8qHeQmqZ68Im_3ruhdG2mSOsXjzkJciNZPuodaK7u1VqB7TwEjvKC98y53xBhZlcPjhrM6A5xhG95Oamk1mipb228mrwFzjC_6Oeq2gZF0bMvvZDYbUzOGH201-CvuGPy0SLqs2WeRtvCj-6csce00Nls_sFFNfcLe7VKfaOjMC8Ng/s1280/kompleet.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6nwGglIQrIVTZJ8qHeQmqZ68Im_3ruhdG2mSOsXjzkJciNZPuodaK7u1VqB7TwEjvKC98y53xBhZlcPjhrM6A5xhG95Oamk1mipb228mrwFzjC_6Oeq2gZF0bMvvZDYbUzOGH201-CvuGPy0SLqs2WeRtvCj-6csce00Nls_sFFNfcLe7VKfaOjMC8Ng/w640-h480/kompleet.jpg" width="640" /></a><br /><br />Na wat knipwerk zit de antenne precies op frequentie (meting binnen met Nano VNA2)<br />Volgende keer doe ik het stof van het schermje.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhQLSYk-1CjSpF2p2Z1s9iuM95qSl3B1OKFrV4a7iyyvLD0VAiW2IbX9D88_ui1GcDLcNROBF_OgGBm0XNBobkVzJHaAp6V2CUHVji0FFx37oGkRQQzzD-eZgthl90SY5jWRGATKElxbOY0aWZK9SEB1hmHp2PHx5OOdrYwElQ63d-XnoqTxsPS3XYiPQ/s2320/vna.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1799" data-original-width="2320" height="496" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhQLSYk-1CjSpF2p2Z1s9iuM95qSl3B1OKFrV4a7iyyvLD0VAiW2IbX9D88_ui1GcDLcNROBF_OgGBm0XNBobkVzJHaAp6V2CUHVji0FFx37oGkRQQzzD-eZgthl90SY5jWRGATKElxbOY0aWZK9SEB1hmHp2PHx5OOdrYwElQ63d-XnoqTxsPS3XYiPQ/w640-h496/vna.jpg" width="640" /></a></div><p><br /><br />Genoeg rond de pot gedraaid, nu volgt waarover de titel gaat.<br /><br />De bedoeling is om deze antenne te plaatsen zonder te boren of vijzen.<br />Het bovenste deel van de 'mast' wordt met een beugel aan de dakgoot vastgehaakt.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJlV_dLYqpdxAkFf2f01-2SDv3kP2MsNKWFWf78Ea1aUk6eWS6Eyaj7lnm3jr-8jMelNWZ1pLTmET2FH-lIpR5H8b55nrq427lAOskuqtFhPvg-TiKQcapIZ_hL-iisKBfTUAlS2a7dK96JbvTSmwTBTUEg9nzWlwvO3rHuqPRshNDOJ-U571brjWm9UE/s1280/dakgootbeugel.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1020" data-original-width="1280" height="510" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJlV_dLYqpdxAkFf2f01-2SDv3kP2MsNKWFWf78Ea1aUk6eWS6Eyaj7lnm3jr-8jMelNWZ1pLTmET2FH-lIpR5H8b55nrq427lAOskuqtFhPvg-TiKQcapIZ_hL-iisKBfTUAlS2a7dK96JbvTSmwTBTUEg9nzWlwvO3rHuqPRshNDOJ-U571brjWm9UE/w640-h510/dakgootbeugel.jpg" width="640" /></a><br /><br /><br />Dit stuk dient om mast verticaal te houden, en steunt tegen de afvoerpijp.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVYC0KMiWnElTfzWfjx8BUp1el52itWI6jyzx99jT9t-bWaszRiVJ8z2yg_raHprvChmyV5DGVUa14GMKzvi3UysgW3c1i37fVN67613IoU0P9oOyX7lUc9oSVx2LmxRI8ShSAM86tT1RVsAdpKuyebS9pSPbLiMjPVr16y9NOqvsza2PdX7BCte0rRpQ/s1280/afvoerbuis.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVYC0KMiWnElTfzWfjx8BUp1el52itWI6jyzx99jT9t-bWaszRiVJ8z2yg_raHprvChmyV5DGVUa14GMKzvi3UysgW3c1i37fVN67613IoU0P9oOyX7lUc9oSVx2LmxRI8ShSAM86tT1RVsAdpKuyebS9pSPbLiMjPVr16y9NOqvsza2PdX7BCte0rRpQ/w640-h480/afvoerbuis.jpg" width="640" /></a><br /><br /><br />De antenne hakend aan de dakgoot.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsD-ITP-9rSapu_8bG4CBcLNfsr9rsWazjbQSbFHrMDwDtOSaF-QbKV6fG29fuolW13oRFrlmh_NURvZUwjMZ1Ro8bubIlLBnPkxqCliP9khD1VTh5h9hKRzb9zkZORYWGBHZFFlJ7N51fKSWPeuumo7znuhV2k-zz155RliRSLdA1Z2L4xd_RdqOM0DQ/s1280/buiten3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsD-ITP-9rSapu_8bG4CBcLNfsr9rsWazjbQSbFHrMDwDtOSaF-QbKV6fG29fuolW13oRFrlmh_NURvZUwjMZ1Ro8bubIlLBnPkxqCliP9khD1VTh5h9hKRzb9zkZORYWGBHZFFlJ7N51fKSWPeuumo7znuhV2k-zz155RliRSLdA1Z2L4xd_RdqOM0DQ/w640-h480/buiten3.jpg" width="640" /></a><br /><br /><br />Hieronder zie je de bedoeling van de steun aan de afvoerbuis. Er is geen voorziening om zijdelingse beweging tegen te gaan, dus parallel aan de goot; hopelijk is er voldoende wrijving.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd3RFiqRwJExPVDu2PflFXcuTi8M8Y9uPld2-hT6-vyrDoMKjrYTM9z15dkWxFL58MGDcH0X32OQNaHaGnWQD4ow04iGSX93rNqG8MECBfARNVb6VPKwaYkRraWxHMn53dtco9oKHB5zKJsbB7UB1CTxsoi4rTVWa4EE2j0ilNc25e80W36rakPLW76vc/s1280/buiten2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd3RFiqRwJExPVDu2PflFXcuTi8M8Y9uPld2-hT6-vyrDoMKjrYTM9z15dkWxFL58MGDcH0X32OQNaHaGnWQD4ow04iGSX93rNqG8MECBfARNVb6VPKwaYkRraWxHMn53dtco9oKHB5zKJsbB7UB1CTxsoi4rTVWa4EE2j0ilNc25e80W36rakPLW76vc/w640-h480/buiten2.jpg" width="640" /></a><br /><br /><br />De antenne gezien vanuit een andere hoek, zonder tegenlicht.<br />Het zwarte dopje is een beetje bescherming tegen water.<br />De antenne staat nog heel laag, te laag, en is richting zuid en vooral west afgeschermd door het dak.<br />Niet zo gunstig als je bedenkt dat de meest recupereerbare sondes uit het westen komen, vooral van Herstmonceux in Engeland. De sondes uit Ukkel moeten wel goed te zien zijn.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiaX00OMnAeNQdX5DHRldWr-dreq9Vatq4vTQRW4GUN99xiI_XJBRE5y9WXZdZrZcLyU73k3U7OGFi7oSTpXmjV_I9u_L7ZHdoxjZRlip_cq4-dwlXBnzTYv1Wqyu-Pe-y145DIXc2CgShvLh7KMOhvezXsbg-cXvjqiETf-2eH-HFhizZzkJ39oYbhUA/s1280/buiten1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiaX00OMnAeNQdX5DHRldWr-dreq9Vatq4vTQRW4GUN99xiI_XJBRE5y9WXZdZrZcLyU73k3U7OGFi7oSTpXmjV_I9u_L7ZHdoxjZRlip_cq4-dwlXBnzTYv1Wqyu-Pe-y145DIXc2CgShvLh7KMOhvezXsbg-cXvjqiETf-2eH-HFhizZzkJ39oYbhUA/w640-h480/buiten1.jpg" width="640" /></a><br /><br /><br />Wie goed kijkt zal gaatjes zien in de buis. De buis is namelijk een overschotje van in de ATV tijd toen een daarmee 23cm loopgYagi gebouwd werd, een ringeltjesantenne. Hier gaat weinig verloren...<br /><br />De antenne werd nog niet in de praktijk getest. Het is de bedoeling de ontvanger aan de mast zelf te bevestigen in een waterdicht bakje.<br /><br />einde</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-47083915422386303712023-12-23T11:29:00.000-08:002024-02-21T02:48:41.731-08:0070cm baken voor ON0HVL / 22 december 2023<p>Een verzameling van ideëen en experimenten voor de realisatie van een 70cm baken voor ON0HVL.<br /><br />Het voorlopige blokschema<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQAi2G67C208oDzMZN8FROZoTvHOjbFPcaiEbwKulxQoN_vv99tFIL0TUtMPcalsI9XHc5DXS0Ks_hvFUnr6yozDEqyZ2gqz4AMivBLPaBI4-9fLZ-ZWtj7wG_295xVZ7f9N-EbxYyp1JaLwgfu9tliHcMnwjYGS32BKQiaLmkK9A02IVAnJ5_od9v2SE/s1123/blokschema%20baken%2023%20dec%202023.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="794" data-original-width="1123" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQAi2G67C208oDzMZN8FROZoTvHOjbFPcaiEbwKulxQoN_vv99tFIL0TUtMPcalsI9XHc5DXS0Ks_hvFUnr6yozDEqyZ2gqz4AMivBLPaBI4-9fLZ-ZWtj7wG_295xVZ7f9N-EbxYyp1JaLwgfu9tliHcMnwjYGS32BKQiaLmkK9A02IVAnJ5_od9v2SE/w640-h452/blokschema%20baken%2023%20dec%202023.png" width="640" /></a><br /><br /><br /><b>Specs</b><br />- QRG = 432.485MHz (BIPT)<br />- power = 1W<br />- wordt remote geschakeld, dus niet 24/24 in de lucht<br />- CW en digitale mode voor logging: PI4 (of FT8, of WSPR)<br />- standalone: geen apparatuur binnen, alles is één geheel inclusief antenne zoals 24GHz baken.<br /><br />Het idee is om te werken met het ontwerp van OZ2M. <a href="https://rudius.net/oz2m/pi4ino/index.htm"><KLIK></a><br />Er wordt voor PI4 mode gekozen omdat dan in eerste instantie kan gewerkt worden zonder GPSDO.<br />Voor de opwekking van het 70cm signaal wordt een ADF4351 gekozen, op een kant-en-klaar chinees printje. De processor is een Arduino Pro-Mini op 3.3V.<br />De eindtrap is een mini-power module uit een afgedankte 70cm portabel.<br /><br /><br /><b>Desensing andere gebruikers</b><br />Een absolute voorwaarde is dat het baken geen desensing mag veroorzaken op de ingang van de analoge repeater die op 431.525MHz zit, dit is ruwweg 1MHz lager dan de bakenfrequentie.<br />Exact: 432.485MHz -431.525MHz = 960KHz.<br /><br />Onderstaande meetopstelling werd opgezet.<br />Er worden 2 RF generatoren via een 3dB splitter/combiner aangesloten op de zogezegde ontvanger van ON0HVL. <br />Het niveau van RF generator 1 wordt ingesteld zodat een zwak signaal te horen is.<br />Met RF generator 2 wordt een niveau ingesteld waarbij net geen desensing waarneembaar is.<br />Er werden verschillende ontvangers getest. Een waarde van -30dBm kan als streefwaarde aangehouden worden.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNJCsl5fx-5CbQyTPZphL9BPC5VMZ4-q2yvg6wmZM5Ewr2L06sOCamLicd0VZNmNf0_wDV4XyTwBIZiUuQWuGln9p106Zb5vYKuq0Cn8wetMFjVSEAxgC4R6M9vzWbyr56dasKk4dSdAUqTJCLGdfFQzsl45mp4tI0YiteRRnZzh_tf4c8y0D0qHfzXN4/s1148/blokschema%20desensing.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="536" data-original-width="1148" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNJCsl5fx-5CbQyTPZphL9BPC5VMZ4-q2yvg6wmZM5Ewr2L06sOCamLicd0VZNmNf0_wDV4XyTwBIZiUuQWuGln9p106Zb5vYKuq0Cn8wetMFjVSEAxgC4R6M9vzWbyr56dasKk4dSdAUqTJCLGdfFQzsl45mp4tI0YiteRRnZzh_tf4c8y0D0qHfzXN4/w400-h186/blokschema%20desensing.jpg" width="400" /></a></div><p><br />In praktijk betekent dit, als het baken met 1W (=+30dBm) zendt, dat er <b>60dB</b> verzwakking naar de ontvangstantenne van de repeater moet zijn.<br />Dit kan op verschillende manier bereikt worden:<br />- afstand tussen zend- en ontvangstantenne<br />- obstakel tussen zend- en ontvangstantenne<br />- polarisatie van zend- en ontvangstantenne<br />- filtering aan ontvangstkant (notch?)<br />- aanpassen TX power baken.<br /><br />Vermits het de bedoeling is richting oost te stralen komt het baken op maximaal 5m van de repeaterantenne te staan. Met een online calculator <a href="https://www.pasternack.com/t-calculator-fspl.aspx"><KLIK></a> bedraagt het pathloss <b>40dB</b>.<br />Het baken gebruikt horizontale polarisatie, de repeater verticale. Dit zou <b>20dB</b> kunnen opleveren.<br />In praktijk zal dit waarschijnlijk minder zijn vanwege reflecties.<br /><br /><br /><b>Eindtrap</b><br />Er zijn 2 power hybride modules beschikbaar.<br />Een M67749MB uit een Kenwood TK359, en een Motorola MHW707-2 uit een Motorola GP300.<br /><br /><b>Mitsubishi M67749</b><br />Van de M67749MB kon geen data gevonden worden, wel van de M67749M (1 pagina) en de M67749MR (3 pagina's). Deze laatste is een 'omgekeerde' M67749M waarbij de uitgang links zit, maar anders identiek.<br /><br />Een gemak is dat de module 12V kan werken èn perfect in de 70cm band zit..<br />Een nadeel is dat inputpower op 40mW gespecd is, iets teveel voor de ADF.<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbH4nOhMZV28SxL-hdh2lJFlz8SWeuuo6uykNH-A_7k8kS7Y3DcT4Gwkry5qodPMEzoMeevlzgK-2zDDNKxDNwcQlB8c4erP9iXRzf0JCq2Nv-iYVCEGTvEz1VBKy2793BJofqFD9o0_8z_KwfQ0eP3RLYlXZR7vDg1eYhhaJMdcc3H4Iku4b6lHFkCM4/s990/power%20module%20M67749_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="789" data-original-width="990" height="510" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbH4nOhMZV28SxL-hdh2lJFlz8SWeuuo6uykNH-A_7k8kS7Y3DcT4Gwkry5qodPMEzoMeevlzgK-2zDDNKxDNwcQlB8c4erP9iXRzf0JCq2Nv-iYVCEGTvEz1VBKy2793BJofqFD9o0_8z_KwfQ0eP3RLYlXZR7vDg1eYhhaJMdcc3H4Iku4b6lHFkCM4/w640-h510/power%20module%20M67749_1.jpg" width="640" /></a></div><p><br />Testopstelling (helaas wat onscherpe foto)<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilxurmy7XW82b0XGp08ny2C2RlW42GqkOTuIyA0wegfJWjOKSVlNNhDPtKTSrP6bTzh_CjAtkQciYLScF2xMXez_zM71hHMDGVDh1i7FtkC8cEUh9OiVG1KzEaVkfNvtJEMT0IJykgKsR_PRlsqUMBjfXdCM8q-DX5lhroUvIIeHgK2vncUCztX-2Iy34/s1280/opstelling%20M57786MB.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilxurmy7XW82b0XGp08ny2C2RlW42GqkOTuIyA0wegfJWjOKSVlNNhDPtKTSrP6bTzh_CjAtkQciYLScF2xMXez_zM71hHMDGVDh1i7FtkC8cEUh9OiVG1KzEaVkfNvtJEMT0IJykgKsR_PRlsqUMBjfXdCM8q-DX5lhroUvIIeHgK2vncUCztX-2Iy34/w640-h480/opstelling%20M57786MB.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br /><b>Motorola MHW707-2</b><br />Voordeel: 4 traps waardoor 1mW voldoende is voor volledige uitsturing. De bijkomende verzwakking van het LPF na de ADF is daardoor geen probleem.<br />Nadeel: maximaal 7.5V voedingsspanning, aparte regelaar nodig<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik9SVgSat6IVGHIUeiwOU_ax_LtZT7VovwbknycvnQo1Ma6j4p-F6vwc-jS7AhZTYcddGS4ViPxrOu4S1r5FlI2i0szPjXeVjbPyhuvLnifffofK28UHtuwInasO5YMYMlxcRVNIjNt22bg7hrJfBAwUnjrPiR7UakB0S9s6glURSAxPRgbl4d4gdxgk0/s891/MHW707.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="822" data-original-width="891" height="590" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik9SVgSat6IVGHIUeiwOU_ax_LtZT7VovwbknycvnQo1Ma6j4p-F6vwc-jS7AhZTYcddGS4ViPxrOu4S1r5FlI2i0szPjXeVjbPyhuvLnifffofK28UHtuwInasO5YMYMlxcRVNIjNt22bg7hrJfBAwUnjrPiR7UakB0S9s6glURSAxPRgbl4d4gdxgk0/w640-h590/MHW707.jpg" width="640" /></a></div><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW9llErXo6yle4qYwOIiKxJ-BDqq29e7QHhawQMWouivsQTaLBcx20JuOUls5jNB4aT50tBw9DndH8m82szq5s13YCvUXXdH9aVcP8fbUVNVs1ZY4omVJxW05m0jP5C_5tgJi71PmByd3_d_9CrfdZvm5ciwhCd4mWWoridixzFUgjW8dFTCSax8z8E0Y/s739/MHW707%20control.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="599" data-original-width="739" height="518" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW9llErXo6yle4qYwOIiKxJ-BDqq29e7QHhawQMWouivsQTaLBcx20JuOUls5jNB4aT50tBw9DndH8m82szq5s13YCvUXXdH9aVcP8fbUVNVs1ZY4omVJxW05m0jP5C_5tgJi71PmByd3_d_9CrfdZvm5ciwhCd4mWWoridixzFUgjW8dFTCSax8z8E0Y/w640-h518/MHW707%20control.jpg" width="640" /></a></div><br /><p>testopstelling<br /><br />na 3 keer proberen paste de hybride tussen de vijsjes. Het probleem is dat de ribben achteraan de koelplaat deels in de weg zitten bij het boren en tappen vande M3 draad.<br /><br />Voor een goed massakontakt is het stukje blanke enkelzijdige printplaat met een stukje koperfolie tot onderaan de hybride verbonden.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4BnnwvITFhzAsxXMWCIKdV2CZCdmELG8oqsxzPt5YG-OXFMAbSYj8b1-Uz3or54iO5XQCZtyodzw8KAbi7ZByZZhGdTTd6ZWY3U2ijtW-tFxfCQzAWz_uckDU3zvsEFYnkCcyLtof7hKU2g8N0rJ7iRnWjs0uhoofQrIa9WW713FBh2PccmophHIlroo/s1280/opstelling%20MHW707_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4BnnwvITFhzAsxXMWCIKdV2CZCdmELG8oqsxzPt5YG-OXFMAbSYj8b1-Uz3or54iO5XQCZtyodzw8KAbi7ZByZZhGdTTd6ZWY3U2ijtW-tFxfCQzAWz_uckDU3zvsEFYnkCcyLtof7hKU2g8N0rJ7iRnWjs0uhoofQrIa9WW713FBh2PccmophHIlroo/w640-h480/opstelling%20MHW707_1.jpg" width="640" /></a><br /><br />Klaar om te testen.<br />Opgelet: op de ingang van de module staat DC, er is een koppelcondensator nodig die eerst niet voorzien was. Gelukkig heeft mijn RF generator een DC detectie, en weigert dan de output door te schakelen.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_LlQO1A-3jCTPzgqlsBEmPEogiESUzNiA1yVmQ5Mz_E-iQJf7GayHydxJh3vEFDBqlUvC7ER7P3nfXKbqqOFX4Bg0MBcJpJoOnFKI_K8G88oqRYTU3shnDbjekQYo60R3rCmt6bHKC27fQESrGtdgA9BaFgJKY_a3eIhGRzQQFA8kPOrFxiAvl5agd2o/s1280/opstelling%20MHW707_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_LlQO1A-3jCTPzgqlsBEmPEogiESUzNiA1yVmQ5Mz_E-iQJf7GayHydxJh3vEFDBqlUvC7ER7P3nfXKbqqOFX4Bg0MBcJpJoOnFKI_K8G88oqRYTU3shnDbjekQYo60R3rCmt6bHKC27fQESrGtdgA9BaFgJKY_a3eIhGRzQQFA8kPOrFxiAvl5agd2o/w640-h480/opstelling%20MHW707_2.jpg" width="640" /></a><br /><br />Er is toch iets mis, niet echt te zien op de foto: de output fluctueert sterk.<br />Mogelijk een slechte hybride.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYBgpsI1SyAdCes-5PNV4QyyiSj9ol9oPc9_pZoTNcMNo-LmvYd3o5vv9ElWaBSqLEQcC3hnPrCGC1fVST39wK2j9HKq5tE9OxzqPmxV8NUv29WIDvUY7m34JZJyracLqHpfJzwE6WN4EnFlJEsZfCs58rJgcga8t1sNbALVP5A-GwQTuweD-Cs0czUsw/s1280/opstelling%20MHW707_3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYBgpsI1SyAdCes-5PNV4QyyiSj9ol9oPc9_pZoTNcMNo-LmvYd3o5vv9ElWaBSqLEQcC3hnPrCGC1fVST39wK2j9HKq5tE9OxzqPmxV8NUv29WIDvUY7m34JZJyracLqHpfJzwE6WN4EnFlJEsZfCs58rJgcga8t1sNbALVP5A-GwQTuweD-Cs0czUsw/w640-h480/opstelling%20MHW707_3.jpg" width="640" /></a><br /><br /><br /><br /><b>Lowpass filter<br /></b>Het is de bedoeling om na de ADF een eerste low-pass filter te plaatsen omdat de uitgang niet sinusvormig is. Op de uitgang van de zender komt een tweede filter.<br />Metingen moeten achteraf uitwijzen of dit voldoende is.<br />Voor het ontwerpen wordt gebruik gemaakt van Elsie.<br />Er werd gekozen voor een 5e orde capacitor input, Chebychev filter, 460MHz, ripple 0.1dB.<br />Met een hogere ripple zijn de spoeltjes wat kleiner.<br /><br />Schema<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimydZ2De6Q56r-Ei4k6040U2U0gOIb1V1uU73pyZgDcuivSmb22rm01N1jdWe1iPN1yG7J44xoM0oL9lfCowU72ZhfVUWVroyjhxQoE_SAE3_LbUkoAiwS8BxRXyzy3FW3JtjfcccqcSfUjqWgNG8J2zujVfrbzM-WvprOa8rDUOH3Q4O7n4SlMTERhdY/s1149/LPF%20schema.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="304" data-original-width="1149" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimydZ2De6Q56r-Ei4k6040U2U0gOIb1V1uU73pyZgDcuivSmb22rm01N1jdWe1iPN1yG7J44xoM0oL9lfCowU72ZhfVUWVroyjhxQoE_SAE3_LbUkoAiwS8BxRXyzy3FW3JtjfcccqcSfUjqWgNG8J2zujVfrbzM-WvprOa8rDUOH3Q4O7n4SlMTERhdY/w640-h170/LPF%20schema.jpg" width="640" /></a><br /><br />Plot<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNZmcfP4G46Q2uarZ_nX1jimPd0wiCSOlVV8PCMpnlVTojFYpAq3HA04XX45K8xnkMwWOfaa2uTsDBqgsQkcBrNBjD0VNuj2rfWfGk0omKbPQCsHkehnEk9ONJVXT_MwZjNth6FN8OjcMTpH-KOakPZI4vohcdP4cCZgmP390OTHRpRxykbP30ElMDIkI/s1638/LPF%20plot.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="758" data-original-width="1638" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNZmcfP4G46Q2uarZ_nX1jimPd0wiCSOlVV8PCMpnlVTojFYpAq3HA04XX45K8xnkMwWOfaa2uTsDBqgsQkcBrNBjD0VNuj2rfWfGk0omKbPQCsHkehnEk9ONJVXT_MwZjNth6FN8OjcMTpH-KOakPZI4vohcdP4cCZgmP390OTHRpRxykbP30ElMDIkI/w640-h296/LPF%20plot.jpg" width="640" /></a><br /><br /><br />Spoelgegevens<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipT7FHtiAcYtwtwn5eK_eCa0iew1-ivP1hAtkofpAVV92k1wyTlNedMGxMZn7TDDLI-EJiVfqOdjtoAgib76Rn4IVw7YRaai3u-xhOGGPK7PfAWGio1oZ4xrCbSJjBKHqp8RRtA3mTwb2NROzD_RXTlL297S-KSPQ-8wH6KSjdnk0-NxsEHh9nl8EZvxY/s732/spoeltjes%2023uH.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="732" height="359" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipT7FHtiAcYtwtwn5eK_eCa0iew1-ivP1hAtkofpAVV92k1wyTlNedMGxMZn7TDDLI-EJiVfqOdjtoAgib76Rn4IVw7YRaai3u-xhOGGPK7PfAWGio1oZ4xrCbSJjBKHqp8RRtA3mTwb2NROzD_RXTlL297S-KSPQ-8wH6KSjdnk0-NxsEHh9nl8EZvxY/w400-h359/spoeltjes%2023uH.jpg" width="400" /></a><br /><br /><br />Een 7e orde filter is uiteraard beter qua onderdrukking van harmonischen, maar heeft meer insertion loss, ongeveer 1dB.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha-6RZwSZpjk-O1qtLNCAUql3Nqi0ELsFFnn-Fj0XCQdcgVX9XtN79igg5K1Le07nWL_bf8BZVu3JsP_aHePO3hOzbUsvAR7Y5Jg7Gstoepr1ZfoqmF1NLSZ9XxTr2RSJqvhSS5w6bScNJDRPoTmA6LfGN1QzmTA6YBCCEE_kl0X_XkVZnVg5Ty3ZChCw/s1444/LPF%207e%20orde%20schema.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="299" data-original-width="1444" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha-6RZwSZpjk-O1qtLNCAUql3Nqi0ELsFFnn-Fj0XCQdcgVX9XtN79igg5K1Le07nWL_bf8BZVu3JsP_aHePO3hOzbUsvAR7Y5Jg7Gstoepr1ZfoqmF1NLSZ9XxTr2RSJqvhSS5w6bScNJDRPoTmA6LfGN1QzmTA6YBCCEE_kl0X_XkVZnVg5Ty3ZChCw/w640-h132/LPF%207e%20orde%20schema.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Zbyw6YYjxT70kjBYbM4vqvaYuSX2HA3LpDRI1ZkZfp26dD2-xTaPnZJpTxyPatUR9XzVZGKvlPnJgiY_Pw0NAmkLJoj_Q6PwRCBX70USmsAWCOEpNo2iAYGMrPnQ3YxkyjByVR1LzsQxSwRItt-B9JCPum2CO5mUWcAMIZ9Bfo4-JvDu5Fu2HY5o0xQ/s1648/LPF%20plot%207e%20orde.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="762" data-original-width="1648" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Zbyw6YYjxT70kjBYbM4vqvaYuSX2HA3LpDRI1ZkZfp26dD2-xTaPnZJpTxyPatUR9XzVZGKvlPnJgiY_Pw0NAmkLJoj_Q6PwRCBX70USmsAWCOEpNo2iAYGMrPnQ3YxkyjByVR1LzsQxSwRItt-B9JCPum2CO5mUWcAMIZ9Bfo4-JvDu5Fu2HY5o0xQ/w640-h296/LPF%20plot%207e%20orde.jpg" width="640" /></a><br /><br /><b>Het opgebouwde filter.</b><br />De spoeltjes zijn 3 toeren op een 2.5mm boortje, de C-tjes van de simulatie (8p2 en 15p) zijn 2 stapjes kleiner, dus 5p6 en 10p.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1HP4k0zHoC_zdeYUaiQvJ_MCCY1omt7AGr6SFyqdL1-RXIdVYLBNTc42MmS3D1ybvn39C76W205AfFv7XHd13trbpa6j2yFHr1Wk5NGhAH1fI-qDLsH4FbEDP2Syrz7SNPhaVGOIpI_S2YQuWu-e1kG_veJ1yDSYoKkq3F6y9ytCpDcsvSEDkFw2Fpjw/s1920/lowpass%2070cm.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1HP4k0zHoC_zdeYUaiQvJ_MCCY1omt7AGr6SFyqdL1-RXIdVYLBNTc42MmS3D1ybvn39C76W205AfFv7XHd13trbpa6j2yFHr1Wk5NGhAH1fI-qDLsH4FbEDP2Syrz7SNPhaVGOIpI_S2YQuWu-e1kG_veJ1yDSYoKkq3F6y9ytCpDcsvSEDkFw2Fpjw/w640-h480/lowpass%2070cm.jpg" width="640" /></a><br /><br />en de curves op de nano VNA. Het verlies is minder, vermoedelijk is de VNA niet gecalibreerd, de marker staat ook een stapje te laag.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Hn8RBIbgVc0JeFWuO_yPFFldqsLAsd1UegiBE-9ffswoGGXxo5h_5XkN7w7GuPpnFfS7LE_l3aF0NYLSTvGM8rrbUohwt7pUOm-SUyj7JLYgF-zfveuqbhXyUsMW5cEJJpl1YeLbO3VOKgUf-ShaSQ118G31Gr3BY4Fqxnr5yGuxlk6IaQNerfzQTRU/s1280/lowpass%20nano%20VNA.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1003" data-original-width="1280" height="502" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Hn8RBIbgVc0JeFWuO_yPFFldqsLAsd1UegiBE-9ffswoGGXxo5h_5XkN7w7GuPpnFfS7LE_l3aF0NYLSTvGM8rrbUohwt7pUOm-SUyj7JLYgF-zfveuqbhXyUsMW5cEJJpl1YeLbO3VOKgUf-ShaSQ118G31Gr3BY4Fqxnr5yGuxlk6IaQNerfzQTRU/w640-h502/lowpass%20nano%20VNA.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><b>PI4 zender met ADF4351</b><br /><br />Eenvoudig dacht ik, die had ik al twee jaar eerder gemaakt.<br />Dat viel een beetje tegen.<br /><br />Om zoveel mogelijk fouten te vermijden werd het oud ontwerp opnieuw opgepakt.<br />Vermits de ADF op 3.3V werkt, werd als bordje een Arduino Pro-Mini 8MHz op 3.3V gebruikt.<br />Het PI4 gedeelte van de uitzending leek trager dan normaal te gaan, en duurde daardoor ook langer.<br />Talloze zaken werden nagekeken, bvb staat de IDE wel op het juiste bordje, zonder resultaat.<br />Uiteindelijk werd een Pro-Mini op 5V gebruikt (die op 16MHz) draait, en presto, de zaak draait zoals het hoort.<br /><br />In ieder geval qua timing, want qua spectrum was het niet mooi, dit was gekend. Dat komt onder andere door instelling van de R-counter die op 400 stond om de benodigde frequenties te kunnen maken.<br />Analog Devices heeft een tooltje om de verschillende registers te berekenen voor hun evaluation board, <a href="https://www.analog.com/en/design-center/evaluation-hardware-and-software/evaluation-boards-kits/eval-adf4351.html"><KLIK></a> .<br /><br />Hieronder een schermafbeelding voor de berekening van de draaggolf op 432.485MHz.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKCZa7ifMJ0j1xtpWrhgZ-20zLZ1TonBLyvlVicKEujXE_Dr8a5QnSurTDX0FrJshGzPgWPXGkquf-FLyhTrACmQW1IwmMBr7N5vcXhqAgos565zwVCHyfRJsqz1L03pc_AafbG2UqN1I3sS_SnwhKu9y6XFvKXE6co7LKB2IhGXOdAkaVYVsb_u1eAx8/s1022/ADF%20tool.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="643" data-original-width="1022" height="402" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKCZa7ifMJ0j1xtpWrhgZ-20zLZ1TonBLyvlVicKEujXE_Dr8a5QnSurTDX0FrJshGzPgWPXGkquf-FLyhTrACmQW1IwmMBr7N5vcXhqAgos565zwVCHyfRJsqz1L03pc_AafbG2UqN1I3sS_SnwhKu9y6XFvKXE6co7LKB2IhGXOdAkaVYVsb_u1eAx8/w640-h402/ADF%20tool.jpg" width="640" /></a></div><p>Het probleem met dit tooltje is dat je voor de meeste waarden geen geldige instelling kan vinden.<br /><a href="https://rudius.net/oz2m/ngnb/pi4.htm"><KLIK></a> voor de uitleg welke tonen moeten opgewekt worden.<br />Bij de hier gebruikt mode liggen de tonen 234,375Hz uit elkaar.<br />Voor een bakenfrequentie van 432.485MHz wordt dit:<br /><br />PI4 tone0 * 432.484.882.8<br />PI4 tone1 * 432.485.117.2<br />PI4 tone2 * 432.485.351.6<br />PI4 tone3 * 432.485.585.9<br />CW carrier tone * 432.485.000.0<br />CW -FSK tone * 432.484.750.0<br /><br />Maarten, PA0MHE heeft destijds een heel handig en toch eenvoudig Python script gemaakt om de best mogelijke waarden voor de registers te berekenen. Er werden enkele kleine aanpassingen gedaan om de output meteen bruikbaar te maken voor de Arduino IDE.<br />Na opgave van de carrierfrequentie wordt meteen een in de ADF4351.cpp te plakken datablok gemaakt:<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxEMll3i0LN6ZUmr3RcbEOO5VQD0EVK_F3iB7aYZvzODO6-BBPOAAbYM7zeXL4AXjZfzXb0j5LDC_fmIOrwgdtRc7Qvkr9yXG5-_YQIciej1M_w5Oj23eegFqNMmbC2QptyVlNk2VSlaiJhxCQGmn-XWWxaQpBXZk7tUk-AU4qqXNxHHr8jrSjhRx1X-E/s922/maarten%20registers.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="321" data-original-width="922" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxEMll3i0LN6ZUmr3RcbEOO5VQD0EVK_F3iB7aYZvzODO6-BBPOAAbYM7zeXL4AXjZfzXb0j5LDC_fmIOrwgdtRc7Qvkr9yXG5-_YQIciej1M_w5Oj23eegFqNMmbC2QptyVlNk2VSlaiJhxCQGmn-XWWxaQpBXZk7tUk-AU4qqXNxHHr8jrSjhRx1X-E/w640-h222/maarten%20registers.jpg" width="640" /></a><br /><br />Maarten's tooltje berekent enkel de waarden voor de juiste frequentie. De registers bevatten ook bijvoorbeeld de settings voor de output power. Raadpleeg hiervoor de datasheet en de ADF tool.<br /><br />Een chinees ADF printje heeft een 25MHz oscillator aan boord. Die is onvoldoende stabiel gebleken, je hoort het gewoon. Tevens is de temperatuursinvloed te groot.<br />In eerste instantie werd een 10MHz OCXO (oven controlled X-tal oscillator) van CTI gebruikt. Dit werkt prima maar heeft 1 groot nadeel: de OCXO moet ongeveer 10 minuten opwarmen eer de frequentie stabiel geworden is.<br />Eerder <a href="https://harrysradios.blogspot.com/2023/02/70mhz-wspr.html"><KLIK></a> werd al ge-experimenteerd met een 12.8MHz oscillator uit een Kenwood TK3301 PMR portabel. Die wordt momenteel gebruikt, zie ook het datablok hierboven bij de Reference Freq.<br /><br />Voor desensing testen in het home QTH werd het baken ingesteld op 960KHz lager dan de output van de repeater. De frequentie wordt dan 439.125MHz - 0.96MHz = 438.165MHz<br /><br /><br /><br /><b>Opstelling met Arduino Pro-Mini</b><br /><br />Nadat de opstelling eerst getest werd op een chinees breadbordje met vaak slechte contacten worden de onderdelen op een weeral chinees groen experimenteerprintje van 5x7cm gemonteerd.<br />De beste plaatsing van de onderdelen wordt voorbereid met Inkscape, een gratis vectorieel tekenprogramma. Dit werkt eenvoudiger dan een echt PCB tekenprogramma eenmaal je het gewend bent, en wat symbolen heb getekend.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijRnTlUubJKHoC2NVGZp8bxXl580DqlZMUwrdSqstcnOCJs6Fh6oPvqug8VjNakH-2WuWNFb4pXlii027qMFL7hQP45QPhJPCWLyGrPEB17lTgFlpu52uI53ti-5nZov7xYFCq-fO-6rsBqaMvuruwjOr2ycCPuJmPF3nGD_uG6G_AljTp_0YZgTBcBU8/s1173/opstelling%20PCB.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="833" data-original-width="1173" height="454" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijRnTlUubJKHoC2NVGZp8bxXl580DqlZMUwrdSqstcnOCJs6Fh6oPvqug8VjNakH-2WuWNFb4pXlii027qMFL7hQP45QPhJPCWLyGrPEB17lTgFlpu52uI53ti-5nZov7xYFCq-fO-6rsBqaMvuruwjOr2ycCPuJmPF3nGD_uG6G_AljTp_0YZgTBcBU8/w640-h454/opstelling%20PCB.png" width="640" /></a><br /><br /><br /><br /><b>ADF referentie</b><br /><br />De standaard referentie oscillator op 25MHz op het ADF printje is onvoldoende stabiel.<br />Er is een SMA connector aanwezig om een externe referentie aan te sluiten.<br />Een OCXO (oven controlled crystal oscillator) op 10MHz werkt prima, maar heeft als groot nadeel de opwarmtijd van ongeveer 10 minuten.<br />Van het WSPR project was er nog een 12.8MHz opstelling aanwezig.<br /><br />De opstelling werd deze keer met een echt PCB tekeneprogramma getekend, KiCad.<br />Hier zit ik nog volop in een leercurve...<br /><br />De minuscule 12.8Mhz oscillator heeft net te weinig output om de ADF aan te sturen, en wordt gevolgd door een eenvoudige versterkertrap. De oscillator heeft ook een pin waarop origineel een trimmer is aangesoten voor het instellen van de exacte frequentie. Tevens wordt op deze pin de modulatie toegevoerd. Dat betekent dat deze spanning heel proper moet zijn, vandaar de meervoudige ontkoppelingen.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKGcT3MRokKqZSYRexQvNqXpRP5Ryhge2MpGa1aA5EN9cqlZrZqs8fNzsqHFuzpjpsCjmknZbpGf72KgdSeL5rAcy1Vs8fPJRCqg4EHxPM1kQAJmiEqcsC-qBH4uUmofFs9lWDHKcvXf1sF61qihsKF0NP7NUfgA-faYuXTA2M_GLkDFJeCq3JkOwa9u8/s1363/schema%20ref%20kenwood%20128.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="614" data-original-width="1363" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKGcT3MRokKqZSYRexQvNqXpRP5Ryhge2MpGa1aA5EN9cqlZrZqs8fNzsqHFuzpjpsCjmknZbpGf72KgdSeL5rAcy1Vs8fPJRCqg4EHxPM1kQAJmiEqcsC-qBH4uUmofFs9lWDHKcvXf1sF61qihsKF0NP7NUfgA-faYuXTA2M_GLkDFJeCq3JkOwa9u8/w640-h288/schema%20ref%20kenwood%20128.jpg" width="640" /></a><br /><br />De baantjes zijn te dun en zijn nog niet netjes gerouted<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAxaNf_gQHXUgCRM7oBA0LqdT7nCVZ2mJFs6Jt9chH0ewD0PkT8VHtNxTnH3wY2CaG1Sm5GMtVnglA6ZTn5MQS5TjyeB5_sJLxqqX83OcOjHHKYSZV8COw66N62KHyAlwElyVAuyRBJY8HVP44_XAEUyEcSLiuwBZEB2h6qZbCLXjmmyUtlRDBwXGt5so/s1556/PCB%20ref%20kenwood%20128.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="784" data-original-width="1556" height="322" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAxaNf_gQHXUgCRM7oBA0LqdT7nCVZ2mJFs6Jt9chH0ewD0PkT8VHtNxTnH3wY2CaG1Sm5GMtVnglA6ZTn5MQS5TjyeB5_sJLxqqX83OcOjHHKYSZV8COw66N62KHyAlwElyVAuyRBJY8HVP44_XAEUyEcSLiuwBZEB2h6qZbCLXjmmyUtlRDBwXGt5so/w640-h322/PCB%20ref%20kenwood%20128.jpg" width="640" /></a><br /><br /><br />Gewoon omdat het kan: de 3D weergave<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3nCxFCy5DPacwKT0_04sficQtnxNkbrafregYx8vhq6pRpvMD8xoc0Uxg3n1xPGBvQa_EijZcqw3VRECu-kveaRHYTQS4eG7hgPi08bMvBrRMMoeEG4Wv4qS13oddrRjcH1AO4Eo_1l493_fZqN7-3XYGo0gYWaIbwdDKlbEijqzT7XfTBf_clUl2uRU/s1403/3D%20PCB%20ref%20kenwood%20128.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="802" data-original-width="1403" height="366" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3nCxFCy5DPacwKT0_04sficQtnxNkbrafregYx8vhq6pRpvMD8xoc0Uxg3n1xPGBvQa_EijZcqw3VRECu-kveaRHYTQS4eG7hgPi08bMvBrRMMoeEG4Wv4qS13oddrRjcH1AO4Eo_1l493_fZqN7-3XYGo0gYWaIbwdDKlbEijqzT7XfTBf_clUl2uRU/w640-h366/3D%20PCB%20ref%20kenwood%20128.jpg" width="640" /></a><br /><br /><br /><br /><br /><b>Eerste testen</b><br />Deze werden uitgevoerd samen met Guido, ON1AFB op een winderige en regenachtige 3 januari 2024.<br />Hier met een niet volledig uitgeschoven 2m/70cm duoband DK7ZB Yagi, en de andere kant een log-periodiek.<br />Een probleem kunnen de 'clicks' zijn tijdens het veranderen van de frequentie van de PI4 tonen vermits de synthesizer dan opnieuw geprogrammeerd wordt. Deze zijn hoorbaar op andere frequenties.<br />De stabiliteit van de oscillator is wel in orde.<br /><br />Hieronder het PI4 RX scherm bij een vermogen van ongeveer 200mW, QRG = 432.485MHz<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-3CF_yuZeJ7n_6hCh0WiAushR6rRVJohmnltQ0nhfaW_1sO-uFhFW_WVp9b0TU0xW5wAuKunJ5pihVpB0oGf0PafA4j8KBPza7pf3XwqhzYmttpVTt7HLUc-UBVa8EYxU97C7l1Z6Fl2X2MPAqq4uxBZ9bA3getrWBF_d-MTyNE9DqVchySjZQzzU8io/s1280/RX%20ON1AFB%203%20jan%202024.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-3CF_yuZeJ7n_6hCh0WiAushR6rRVJohmnltQ0nhfaW_1sO-uFhFW_WVp9b0TU0xW5wAuKunJ5pihVpB0oGf0PafA4j8KBPza7pf3XwqhzYmttpVTt7HLUc-UBVa8EYxU97C7l1Z6Fl2X2MPAqq4uxBZ9bA3getrWBF_d-MTyNE9DqVchySjZQzzU8io/w640-h480/RX%20ON1AFB%203%20jan%202024.jpg" width="640" /></a></div><p><br />enkele foto's van de proefopstelling<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsFnVtw8RtYkO8P7EI4nWvDo7yA9p1pr56_UZjZ7-vpZkeeh7HGkjQvZZXmnImZnETajdiXzMJ0jUFafZMrx24m_5YmpPfR7yjw10SR6NpGeFMrVj_jAWyDEFdKuk0nQ6Kx2VFbGqEYc0bZ-ZI6vlX8LTfWaNwudaTAWL-jHd05RoK6NVCdeI_1ka8_20/s1920/opstelling%204%20jan%202024.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsFnVtw8RtYkO8P7EI4nWvDo7yA9p1pr56_UZjZ7-vpZkeeh7HGkjQvZZXmnImZnETajdiXzMJ0jUFafZMrx24m_5YmpPfR7yjw10SR6NpGeFMrVj_jAWyDEFdKuk0nQ6Kx2VFbGqEYc0bZ-ZI6vlX8LTfWaNwudaTAWL-jHd05RoK6NVCdeI_1ka8_20/w640-h480/opstelling%204%20jan%202024.jpg" width="640" /></a><br /><br /><br />De gebruikte 12.8MHz oscillator in de allereerste opbouw met SMD die ooit gebruikt werd met een SI5351.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeXBxCcqBIXAcnkjPh0cmaxH68ttOY3dQqFDUf7vNuO0qNEoxWj9GO_uBNWmLUoRl1jsxZUBH7CP37cyVdHy0_3QBcvcdLoRxtbeNjmBzLnPjE7R8g4aCm-B0zqTg0ywujkWDzZipHRfKtNJKQS0SXZhnEOYe0lHwwyL8Olz5tzmvlD-jjI53jBlmeIco/s1280/opstelling%20ref%204%20jan%202024.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeXBxCcqBIXAcnkjPh0cmaxH68ttOY3dQqFDUf7vNuO0qNEoxWj9GO_uBNWmLUoRl1jsxZUBH7CP37cyVdHy0_3QBcvcdLoRxtbeNjmBzLnPjE7R8g4aCm-B0zqTg0ywujkWDzZipHRfKtNJKQS0SXZhnEOYe0lHwwyL8Olz5tzmvlD-jjI53jBlmeIco/w640-h480/opstelling%20ref%204%20jan%202024.jpg" width="640" /></a><br /><br /><br /><b><u>Vermijden van clicks / 5 februari 2024</u></b><br /><br />Tijdens de testen op 3/1 werd opgemerkt dat er 'clicks' hoorbaar waren tijdens het uitzenden van de PI4 tonen. Dit komt doordat de synthesizer voor iedere toon op een andere frequentie geprogrameerd moet worden.<br />De frequentie kan ook veranderd worden door de 12.8MHz referentie te veranderen.<br />In de TK3101 wordt dit gedaan voor de FM modulatie: op de 12.8MHz oscillator zit een controlpin waarmee de frequentie spanningsgestuurd kan ingesteld worden; deze pin wordt ook gebruikt voor de afregeling van de frequentie.<br /><br />Voor het baken is op de referentie deze regeling eveneens, en uiteraard aanwezig.<br />Een meting waarbij de uitgangsfrequentie in stappen van 100Hz werd verandert geeft aan dat de spanning op de controlpin ongeveer 16mV verandert. Dit is redelijk lineair.<br /><br />In PI4 mode liggen de tonen 234Hz uit elkaar. De carrier of CW mark ligt daar juist tussenin, op 117Hz afstand. Dus, met een systeem dat in stapjes van 117Hz werkt kunnen de tonen opgewekt worden.<br />De CW space toon past niet in dit raster.<br /><br />CW space 550<br />Tone 0 683<br />CW Mark 800<br />Tone 1 917<br />Tone 2 1,152<br />Tone 3 1,386<br />Tone 4 1,620<br /><br />De bedoeling is met een digitaal-analoog converter een spanning te maken die de vereiste stapjes maakt.<br />PWM is een mogelijkheid, maar werd verder niet bekeken. <br />Een andere mogelijkheid is een R-2R netwerk.<br />Een handige online calculator: <a href="http://www.aaabbb.de/JDAC/DAC_R2R_network_calculation_en.php"><KLIK></a><br /><br />Opgelet met de onderste weerstand naar massa, die is R2 en niet R1 zoals je zou verwachten.<br /></p><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7CEfhkvchXfpA1wYbkMt3d3HN5Or2A9m6TmG9Vnj7AXqUpZiN7nW9UUtrVjxliHY6PdO1ilkiRM-_yJhPfD9WKiV2iPg-FCv23QWchZeYwGrQfoSOV5idNiqzI6xuQiq_FK31CEC1op54mXsecZn2Vi1UQiL-kJeiubNn-ocCrP5R7oZIbymASveXU0c/s1280/R%202R%20netwerk.jpg"><img border="0" data-original-height="1204" data-original-width="1280" height="602" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7CEfhkvchXfpA1wYbkMt3d3HN5Or2A9m6TmG9Vnj7AXqUpZiN7nW9UUtrVjxliHY6PdO1ilkiRM-_yJhPfD9WKiV2iPg-FCv23QWchZeYwGrQfoSOV5idNiqzI6xuQiq_FK31CEC1op54mXsecZn2Vi1UQiL-kJeiubNn-ocCrP5R7oZIbymASveXU0c/w640-h602/R%202R%20netwerk.jpg" width="640" /></a></div><p>Onderstaande tabel werd opgemaakt voor een 4 bit DA converter met een LSB van 117.<br />De LSB is dimensieloos omdat die frequentiesprong in Hz voorstelt, maar door de DA converter in een spanning wordt omgezet.<br />De spanning wordt in de juiste verhouding aan de controlpin toegevoerd.<br /></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_uLPuaPAIRN07yn8ME6-eQFgfVrrND-mdCAKRw_BPGkEXETeRAhf5c3ArsQUJ3a9j7ethSorQZeMCoy5lXcOrztcIc9U7C8lRTvrkXPNRWbn5DSllZPFObQp1re5NGAu2Mi6azm_Qy4yRnUnnQkA86-8enpXmRn9D5vQOP1KZ1gSwuUIbc82T82ctm44/s598/waarheidstabel%20PI4%20tonen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="507" data-original-width="598" height="542" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_uLPuaPAIRN07yn8ME6-eQFgfVrrND-mdCAKRw_BPGkEXETeRAhf5c3ArsQUJ3a9j7ethSorQZeMCoy5lXcOrztcIc9U7C8lRTvrkXPNRWbn5DSllZPFObQp1re5NGAu2Mi6azm_Qy4yRnUnnQkA86-8enpXmRn9D5vQOP1KZ1gSwuUIbc82T82ctm44/w640-h542/waarheidstabel%20PI4%20tonen.jpg" width="640" /></a></div><p><br /><br /><br />21 feb 2024<br />Een interessant online tooltje om filters te berekenen gevonden.<br />Interessant ten opzichte van Elsie is dat je een hogere orde dan 7 kan instellen.<br />Ook handig is dat je meteen de componentwaarden kunt berekenen volgens de E-reeks.<br />Uiteraard krijg je dan een afwijking in de doorlaat ten opzichte van de theoretische curve.<br />Link: <a href="https://markimicrowave.com/technical-resources/tools/lc-filter-design-tool/"><KLIK></a><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ1FdoTZviw56oZfp-fhviUD3phCNRzkArIEHv9OktsxuOaA8UQJZGnqIaHG1iYTnV2FCzPeRE6uXpkagQrJ7U4t9l0w3d3m4Nl29_g16wPaGu-DEwuB_1oyXquMllPwaqEeUH2TWEV7lgMXjzreXRbYHEPbj7ef_Uwx7y2ryo9YF473G98pS1ildQXyg/s674/lowpass%20Marki%209e%20orde%20data.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="674" data-original-width="368" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ1FdoTZviw56oZfp-fhviUD3phCNRzkArIEHv9OktsxuOaA8UQJZGnqIaHG1iYTnV2FCzPeRE6uXpkagQrJ7U4t9l0w3d3m4Nl29_g16wPaGu-DEwuB_1oyXquMllPwaqEeUH2TWEV7lgMXjzreXRbYHEPbj7ef_Uwx7y2ryo9YF473G98pS1ildQXyg/w350-h640/lowpass%20Marki%209e%20orde%20data.jpg" width="350" /></a><br /><br />Het schema met de ideale waarden.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoGbOhXMsIRubPCV7J9v__VfpbkTipLAZjEZ6ekg7BftqOVuwtHZpf37YUA8-ad9ECJfXXNGG07MBK5vxEVKClR0biPGBc6HyVPT5IFe6NIG9HsFwN1iHyD_dYGFXxZg4hi6H_Wl6zs-KKJ0ckBp9xWk4toU06AUQXoG1RjAM57l19ijtepeK8M1Y6s4s/s596/lowpass%20Marki%209e%20orde%20schema%20ideaal.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="210" data-original-width="596" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoGbOhXMsIRubPCV7J9v__VfpbkTipLAZjEZ6ekg7BftqOVuwtHZpf37YUA8-ad9ECJfXXNGG07MBK5vxEVKClR0biPGBc6HyVPT5IFe6NIG9HsFwN1iHyD_dYGFXxZg4hi6H_Wl6zs-KKJ0ckBp9xWk4toU06AUQXoG1RjAM57l19ijtepeK8M1Y6s4s/w640-h226/lowpass%20Marki%209e%20orde%20schema%20ideaal.jpg" width="640" /></a></div><p><br /><br />Het filter met E12 waarden.<br />De C-tjes blijven binnen 0.3pF, dus dat komt goed.<br />De spoeltjes zijn iets hoger of lager.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLAGc47bZP0U2EhV-Er_KgJ_YQt4EHP06busDvLnbDGBPvuiftat_B6EZq6E_k02Hd3SZcQtwwy5555oYWXoEn6y03ots0w1cWCinNfNvE9wd3JCPwfJ3qdRBpSXROUd7DPKKz_rz7-GB031CVZbmMOQdrZ_ONJe4OWwK6AGox3pPOeehPIilXeiFQkug/s588/lowpass%20Marki%209e%20orde%20schema.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="218" data-original-width="588" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLAGc47bZP0U2EhV-Er_KgJ_YQt4EHP06busDvLnbDGBPvuiftat_B6EZq6E_k02Hd3SZcQtwwy5555oYWXoEn6y03ots0w1cWCinNfNvE9wd3JCPwfJ3qdRBpSXROUd7DPKKz_rz7-GB031CVZbmMOQdrZ_ONJe4OWwK6AGox3pPOeehPIilXeiFQkug/w640-h238/lowpass%20Marki%209e%20orde%20schema.jpg" width="640" /></a><br /><br />En de bijhorende doorlaat.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTr2EgJnE-Ar1dKcf78NgvVCrLdrH5trrQfONgoCP4P2TfFM4FPT4GQAfweYWjkZAwgPKlpoxu3MOYxLw7QrvfYbFQHlabDWVlrnRE60AmpWMj2uinY4Zz-ww-0ePgAejTPV6fzV4fc40MU3-R-CgGnWis_s4ywBCShv2Kao-KevZ3EjgMHv0jUM2yVdc/s741/lowpass%20Marki%209e%20orde%20plot.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="598" data-original-width="741" height="516" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTr2EgJnE-Ar1dKcf78NgvVCrLdrH5trrQfONgoCP4P2TfFM4FPT4GQAfweYWjkZAwgPKlpoxu3MOYxLw7QrvfYbFQHlabDWVlrnRE60AmpWMj2uinY4Zz-ww-0ePgAejTPV6fzV4fc40MU3-R-CgGnWis_s4ywBCShv2Kao-KevZ3EjgMHv0jUM2yVdc/w640-h516/lowpass%20Marki%209e%20orde%20plot.jpg" width="640" /></a><br />Mijn Excel tabel voor de keuze van de spoelgegevens:<br />Er is een spoel van 27nH nodig.<br />3 windingen met diameter 3.5mm lijkt juist gepast. Door de spacing van de spoeltjes te regelen moet met een VNA een mooie curve te vinden zijn.<br /><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5fi2wL9_znAdgPb0ouPt0QYhF7iQqb4mp0wzBvAD9Fda0xwAU9mEdv-HvdUn1C5zTH-2Wyl6jsF3iQ-UXbvlEQMB7FG4J5mygNzAR_De5mabTwYasVWxkWVBI03xBUZR1vMaWL6U6m02xrEuppAJmq7HjYFQduVmZ8RB0ZqbmydF-DALFDcCxYwRDmmM/s734/spoelberekening%20excel.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="357" data-original-width="734" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5fi2wL9_znAdgPb0ouPt0QYhF7iQqb4mp0wzBvAD9Fda0xwAU9mEdv-HvdUn1C5zTH-2Wyl6jsF3iQ-UXbvlEQMB7FG4J5mygNzAR_De5mabTwYasVWxkWVBI03xBUZR1vMaWL6U6m02xrEuppAJmq7HjYFQduVmZ8RB0ZqbmydF-DALFDcCxYwRDmmM/w640-h312/spoelberekening%20excel.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></p><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-27923970621664221032023-12-13T00:51:00.000-08:002023-12-13T01:00:30.549-08:00Herstelling Grundig Satellit 1400SL Professional<p><br /> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik8DDGHLOhduD-Dgyc8f1QPWxYKToTz6FM1RCAGNsDdLPYcT7CrVAeX_LZoTwfk_JaVc_U5KLwuqbgWGnJOaF0cfvMek27zgHuMBNoVn9MH-p-3_3FP2A8GoubTZ0q4ZTfT-3f9OzJMiGFe0NnwY8yV2-B1duFZJjKaXLYkft0ugBvXgQTPxwSytHW0J4/s1200/grundig-satellit1400-front.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="778" data-original-width="1200" height="414" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik8DDGHLOhduD-Dgyc8f1QPWxYKToTz6FM1RCAGNsDdLPYcT7CrVAeX_LZoTwfk_JaVc_U5KLwuqbgWGnJOaF0cfvMek27zgHuMBNoVn9MH-p-3_3FP2A8GoubTZ0q4ZTfT-3f9OzJMiGFe0NnwY8yV2-B1duFZJjKaXLYkft0ugBvXgQTPxwSytHW0J4/w640-h414/grundig-satellit1400-front.jpg" width="640" /></a><br /><br /><br />niet mijn radio, bron foto: <a href="http://shortwaveradio.ch/lib/exe/detail.php?id=en%3Asatellit_1400&media=images:grundig-satellit1400-front.jpg">(klik)</a><br /><br />Twee instinkers in de titel: satellit en professional: er zijn vier mogelijkheden om deze woorden te schrijven: enkel of dubbel 't', enkel of dubbel 's', en idem voor het tweede woord.<br /><br />Bon, op de UBA hambeurs te Koksijde heb ik deze wereldontvanger gekocht voor een laag bedrag.<br />Er zijn twee uitvoeringen: in bruin met chroom ring rond de luidspreker zoals hierboven, en in zwart zonder chroom zoals hieronder<br />bron foto, verkocht voor 266€: <a href="https://www.catawiki.com/fr/l/75835701-grundig-satellit-1400-professional-radio-portable">(klik)</a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8BKQzr4e2LhZE0Ti49OVfitjkj7JGUqynAqkOr6Y3LPxeFMmB28Zn6wmnM45TC4ejiV3L6assG7-jPHdc0ZbHpxNxY1aRB_OypcUmPFrfzu0cw3Y0Eq-x-HHonlxxs6Nn-hJ86Y3QTGYJchjjR3h0yt7nFZxyU4VDd0J0ce8aqirxlJy9TnjcDSLTv7g/s1616/grundig-satellit1400%20alt.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1086" data-original-width="1616" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8BKQzr4e2LhZE0Ti49OVfitjkj7JGUqynAqkOr6Y3LPxeFMmB28Zn6wmnM45TC4ejiV3L6assG7-jPHdc0ZbHpxNxY1aRB_OypcUmPFrfzu0cw3Y0Eq-x-HHonlxxs6Nn-hJ86Y3QTGYJchjjR3h0yt7nFZxyU4VDd0J0ce8aqirxlJy9TnjcDSLTv7g/w640-h430/grundig-satellit1400%20alt.jpg" width="640" /></a><br /><br /><br />Deze radio bestaat ook met Stereo FM.<br />De bediening is noodgedwongen anders doordat er ook preselecties voor FM aanwezig zijn.<br />foto's bron: <a href="https://hifivintage.eu/fr/postes-portable-transistors/1350-grundig-satellit-2400.html">(klik)</a><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6cFV9zgC_EkD-0OdE6pPy5TL-0k7Ilw84OXtPFuK-WXuke7FvrH2wXhRBkmc84hiY6yC0dGIKp7p6_5bR-8G-aH7wyfevTQrcaeKhaeWGSL1qpZL6fxbEa7In5ESr-gSC-7_WGSmbytU4-vgoqhbFEPfOZNtENWzPfU4qudh7i6GE4p626V2zlUflqTk/s1600/s-l1600.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6cFV9zgC_EkD-0OdE6pPy5TL-0k7Ilw84OXtPFuK-WXuke7FvrH2wXhRBkmc84hiY6yC0dGIKp7p6_5bR-8G-aH7wyfevTQrcaeKhaeWGSL1qpZL6fxbEa7In5ESr-gSC-7_WGSmbytU4-vgoqhbFEPfOZNtENWzPfU4qudh7i6GE4p626V2zlUflqTk/w640-h480/s-l1600.jpg" width="640" /></a></div><br /><p><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji39JOtCclp7FLLU_G3xYMikFe0kLqzvzi1l45Pyre3v1rb_2fGZxu1ta2Vr6mlXUIiHYXiKjxOyvfinpVghsHJ1lhH5hEQ9ISD0CSW0NPM9rdBzwiXsBZqmWjW5L0xFmPE3edNtdTknC2zGAbNFVUzmEnwIK8l05Js6S4oIGHdLUs92geyG0IgYJmE4I/s1228/Grundig%202400%20detail.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><br /><br /><br /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />detailaanzicht<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji39JOtCclp7FLLU_G3xYMikFe0kLqzvzi1l45Pyre3v1rb_2fGZxu1ta2Vr6mlXUIiHYXiKjxOyvfinpVghsHJ1lhH5hEQ9ISD0CSW0NPM9rdBzwiXsBZqmWjW5L0xFmPE3edNtdTknC2zGAbNFVUzmEnwIK8l05Js6S4oIGHdLUs92geyG0IgYJmE4I/s1228/Grundig%202400%20detail.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="760" data-original-width="1228" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji39JOtCclp7FLLU_G3xYMikFe0kLqzvzi1l45Pyre3v1rb_2fGZxu1ta2Vr6mlXUIiHYXiKjxOyvfinpVghsHJ1lhH5hEQ9ISD0CSW0NPM9rdBzwiXsBZqmWjW5L0xFmPE3edNtdTknC2zGAbNFVUzmEnwIK8l05Js6S4oIGHdLUs92geyG0IgYJmE4I/w640-h396/Grundig%202400%20detail.jpg" width="640" /></a><br /><br /><br />de bovenkant met preselecties voor FM<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhneK7tZ5gE-1WCNAsYXD8aTZB8Ibc_93l9BUX8wHC3z5KSJHreCiCaHHBqMza7McHo73LBueHd1ZL8bYiXKQKEw0q6ovq8xzlRC7wWn-jIEL93X673cHXk_2qqtjCdr-XrngX7F_za_QgC9wXA4GK70uUEEm0SgpvGPB1atHNdpt2SdE3XhaLoGpsunVc/s1200/Grundig%202400%20boven.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="714" data-original-width="1200" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhneK7tZ5gE-1WCNAsYXD8aTZB8Ibc_93l9BUX8wHC3z5KSJHreCiCaHHBqMza7McHo73LBueHd1ZL8bYiXKQKEw0q6ovq8xzlRC7wWn-jIEL93X673cHXk_2qqtjCdr-XrngX7F_za_QgC9wXA4GK70uUEEm0SgpvGPB1atHNdpt2SdE3XhaLoGpsunVc/w640-h380/Grundig%202400%20boven.jpg" width="640" /></a><br /><br /><br />de achterkant met de regeling voor de preselecties<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCbf1kKQK-SedKeD2tNYyZI-0lJfogFIy9l4NF_2ogAp-FD1VviP4x6yu1ZlLkGbIsP0lowbaUKTmk8KYy_SdanqHjmK29nKBWQii6qUA6HG1lOZw90A6Mlgw3_jbtMCAiOppRmu3skcRkEiuG9i6cCMWdJB3t2n_OgJgqYZKUF-7T4x4shW0l-zxLsP4/s1202/Grundig%202400%20achter.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="748" data-original-width="1202" height="398" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCbf1kKQK-SedKeD2tNYyZI-0lJfogFIy9l4NF_2ogAp-FD1VviP4x6yu1ZlLkGbIsP0lowbaUKTmk8KYy_SdanqHjmK29nKBWQii6qUA6HG1lOZw90A6Mlgw3_jbtMCAiOppRmu3skcRkEiuG9i6cCMWdJB3t2n_OgJgqYZKUF-7T4x4shW0l-zxLsP4/w640-h398/Grundig%202400%20achter.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br />Het gekochte exemplaar zag er niet zo goed uit als op bovenstaande foto's.<br />Een beetje vlekkerig en stoffig, en twee kipschakelaars waren afgebroken.<br />De achterkant zat los, geen schroeven meer, en dit duidt op eerder nazicht.<br /><br />Bij testen op netspanning: niets, helemaal niets.<br />Met een voeding op de batterijaansluitingen: ook niets.<br />Bij verder nazicht blijkt een plastic stukje te ontbreken dat een schakelaar bedient waarmee de radio onderscheid kan maken tussen netvoeding of batterijvoeding.<br />Bij netvoeding wordt een eventuele NiCad accu opgeladen.<br /><br /> Door het ontbreken van het plastic stukje staan de contacten in de middenstand waardoor er geen spanningen geschakeld worden. Tevens was één van de contactjes verbogen.<br /><br />Gelukkig kon een servicemanual gevonden worden met schema en PCB layout.<br /><br />Schema van de voeding<br />De contactjes zijn in rood aangeduid.<br /> <br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO5X_vgLf4T8AbwEP1gUE2M2Ue2MEeRXcox8VBdBkM6BJcUaAn-4rKHclbG5RZExfVdMGTOWNAKwqDcm7Mv2116CL7zLNST75EUIA3LcHX2Y5CEw05-DwomxnClYuGumpWFjAair5kA-MNJ7Eucu7UlYG1MwV0koF1QDIXB-ZXnzbFbuQ0aXay25O3aDA/s2408/schema%20voeding.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1098" data-original-width="2408" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO5X_vgLf4T8AbwEP1gUE2M2Ue2MEeRXcox8VBdBkM6BJcUaAn-4rKHclbG5RZExfVdMGTOWNAKwqDcm7Mv2116CL7zLNST75EUIA3LcHX2Y5CEw05-DwomxnClYuGumpWFjAair5kA-MNJ7Eucu7UlYG1MwV0koF1QDIXB-ZXnzbFbuQ0aXay25O3aDA/w640-h292/schema%20voeding.jpg" width="640" /></a><br /><br />PCB van de voeding<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhisyK3BJ4lnAKG_XWUuN0Tn3IZK7ReWBvSKG1ug5PaF4FsHtam55lSBitzvtjJq86B_3DslnepFC-XTqY3OiljbItbViaebeEQ-j8eCzrgKYKITQi9t6MUVRPEoOa1-OTh_Va2yUcdD9kSyfIxOobFI46RJl8tRJRwXMRVIf5NblpShpVnuA4opYzQFIY/s2280/PCB%20voeding.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1508" data-original-width="2280" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhisyK3BJ4lnAKG_XWUuN0Tn3IZK7ReWBvSKG1ug5PaF4FsHtam55lSBitzvtjJq86B_3DslnepFC-XTqY3OiljbItbViaebeEQ-j8eCzrgKYKITQi9t6MUVRPEoOa1-OTh_Va2yUcdD9kSyfIxOobFI46RJl8tRJRwXMRVIf5NblpShpVnuA4opYzQFIY/w640-h424/PCB%20voeding.jpg" width="640" /></a><br /><br /><br />Voor het testen wordt een labvoeding gebruikt met stroombegrenzing.<br />Gelukkig, want bij aansluiten van spanning op de gelijkrichter blijkt er een ferme kortsluiting te zijn.<br />Op goed geluk werd de grote voedingselko C629 verwijderd wat de kortsluiting verhielp.<br />De plus van de voeding werd daarna aangesloten op de collector van T603.<br />Er was een normale stroomopname, de teller toonde iets, en er kwam al iets uit maar heel stil.<br />Vreemd genoeg werd het geluid kortstondig luider bij het bedienen van de muteschakelaar die normaal enkel bij FM werkt.<br />Lang gezocht in de omgeving van de mute en uiteindelijk bleek een massaprobleem de oorzaak.<br />Met een krokodillekabeltje de massa's maken gaf uiteindelijk een normaal geluid.<br />De verschillende printen zijn deels met connectors, deels met gesoldeerde draden verbonden.<br />Niets abnormaals gevonden tot ik na een nachtje slapen een ingeving kreeg.<br />De uitgesoldeerde elko die nog niet vervangen was, is er één met 3 min aansluitingen. Niet te zien op de layout, maar de massa is doorverbonden over twee pinnen van die elko!<br />FM was goed, MG en LG en KG zwak. <br />Ook de digitale aanduiding werkte niet op de hogere KG banden met de tweede, onderste knop.<br />Dit is ook een vreemde keuze bij Grundig: waarom niet meteen een 12- standen schakelaar gebruiken?<br />Overigens: deze schakelaars zijn aan de buitenkant draaischakelaars, en aan de binnenkant schuifschakelaars. Dit is een ramp als je slechte kontakten hebt want helemaal afgesloten.<br /><br />De zwakke ontvangst was een bedieningsfout: <br />De ontvanger heeft een RFgain, door Grundig aangeduid als MVC (vermoedelijk Manual Volume Control), en die stond 'ergens', niet helemaal waar je een normale AGC regeling hebt.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnXnc3wFKUOjEPtAt3oXpLlFD44OqIY1EeVq6pXbVuyoVjevRYz2sjYvMaPCVT6jAmVsDxE9ndmjeXshCZoTyQuAiR1HPz5XxUPB89aTXgzTb7EDJBkXKzooc9FwOCuAGxhNyUQnUSrdZ7O8Xasbbc6PuJYBWSvfwqFoVgr4PRRhxzPbQJ7I8GlBNVKHY/s861/knoppen.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="232" data-original-width="861" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnXnc3wFKUOjEPtAt3oXpLlFD44OqIY1EeVq6pXbVuyoVjevRYz2sjYvMaPCVT6jAmVsDxE9ndmjeXshCZoTyQuAiR1HPz5XxUPB89aTXgzTb7EDJBkXKzooc9FwOCuAGxhNyUQnUSrdZ7O8Xasbbc6PuJYBWSvfwqFoVgr4PRRhxzPbQJ7I8GlBNVKHY/w640-h172/knoppen.jpg" width="640" /></a><br /><br />Nog een bedieningsfout: of een verkeerde ergonomische keuze: de aan/uit schakelaar helemaal links met rode markering moet naar beneden staan om de radio aan te zetten.<br /><br />Even een zijsprong: <br />De radio is klassiek van opzet voor FM, MG, LG en KG, met één KG band op de bovenste knop.<br />Voor de hogere banden wordt met een converter gewerkt waarbij de hoofdontvanger vast afgestemd is op 2MHz. Er zijn dus voor de hogere KGbanden twee lokale oscillators actief: één vast voor de hoofdontvanger, en één afstembaar voor de converter.<br />Hoe toon je de juiste frequentie op het display? Dit gebeurt in het teller IC, IC0801, een SO357.<br />Daarop zitten 3 ingangen: pin 2 voor FM (met prescaler), pin 4 (f1) voor de AM banden, en pin 5 (f2) voor de offsetfrequentie.<br /><br />Net zoals voor de lokale oscillators met IC201 en IC401, SO 54T is op internet geen data te vinden.<br />Gelukkig heb ik mijn databoeken bewaard waar ze wel in staan.<br />In eerste instantie werd gedacht dat de SO 54T gelijkaardig is aan de bekende SO 42P vermits de pinning min of meer overeenkomt.<br />Trouwens, in het databoek worden deze IC's aangeduid als S 042P. Dus geen 's''o' maar 's' 'nul'.<br /><br />Omdat de teller voor de hogere banden onzin weergaf werd eerst gedacht dat de lokale oscillator van de converter niet werkte. Deze radio is niet servicevriendlijk: het is quasi onmogelijk te meten in het radiogedeelte, laat staan iets te vervangen. Meting met scoop en teller gaven aan de de LO wel werkt. Oef... De fout zat in de tellermodule waar T0802 defect was, vervangen door een BF199.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOy-wXgzZSbcQLBux59kw8f54TynLEX8dZId5TyD1JqYOVNdi0rXoZKNaskjg8ziYlTrfA_LcS91Ymc2cao1J31fGlMGQXYf5PVIjGsM1cstUUzLnSTcaaGfR7WZIw9EjrzKde0iSexIl4xwErszzMgJ51Pcri1oWjOwp_ecHxFVU-eUc3cuosuJTRB0M/s1405/teller.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="655" data-original-width="1405" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOy-wXgzZSbcQLBux59kw8f54TynLEX8dZId5TyD1JqYOVNdi0rXoZKNaskjg8ziYlTrfA_LcS91Ymc2cao1J31fGlMGQXYf5PVIjGsM1cstUUzLnSTcaaGfR7WZIw9EjrzKde0iSexIl4xwErszzMgJ51Pcri1oWjOwp_ecHxFVU-eUc3cuosuJTRB0M/w640-h298/teller.jpg" width="640" /></a><br /><br /><br />De radio is nu min of meer elektrisch in orde, mechanisch is er nog werk aan.<br />Tijdens het afstemmen slipte het touwtje meestal, iets liep te zwaar.<br />Dit bleken zowel de afstemcondensator te zijn, als de vertraging.<br /><br />Een poging om de afstemcondensator los te maken met isopropanol gaf niet het gewenste resultaat, en die gedemonteerd. Het probeem zat in de as waarop het touwtjeswiel op zit. As gedemonteerd: dit is een metalen as met daarop een kunsstof as met tandwiel. Het kunsstofdeel is gebarsten, waarschijnlijk door corrosie op de metalen as, en daardoor iets dikker geworden. Als remedie werd de as in een boormachine getsopt, en het kunsstof deel met schuurpapier bewerkt zodat het mooi past in behuizing van de afstemcondensator.<br /><br /><br />Foto van de afstencondensator, om te weten waar de draden aan moeten<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRLnIfOvicDVOdTYwj2d7abRSEg_xNHeKLnJAjIiv_euh_29BF1mIl0k_WuIw-rZZyxBpHcPprqDhq7MA3W_uRGWK5jFFZyMmD6x-ALBAxQ993gU5k1TblrBaXZYGQydCm1Lp-6QnpzB-0cZ9aqqqPbSom0rwgSzgpb2dYuwHkigrk_iGxy0ykfYJf9W4/s1920/afstemC_1.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1441" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRLnIfOvicDVOdTYwj2d7abRSEg_xNHeKLnJAjIiv_euh_29BF1mIl0k_WuIw-rZZyxBpHcPprqDhq7MA3W_uRGWK5jFFZyMmD6x-ALBAxQ993gU5k1TblrBaXZYGQydCm1Lp-6QnpzB-0cZ9aqqqPbSom0rwgSzgpb2dYuwHkigrk_iGxy0ykfYJf9W4/w640-h480/afstemC_1.jpg" width="640" /></a><br /><br /><br />positie van de spelingsvrije vertraging, het veertje werd reeds losgemaakt<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaAbi13UrcsBIpcm2bQkrfJTDX9zwCEUCtfkVuQOKAjxAOByeNe3kDXtU4PE1VFI-jI6MHGR7MTP8XAHVp-jYiQ2if1o497fEXowzjKs0j8hSKmhnxukwye6j3Dh1FfE0yEFu7AZMlygWUUpEwrh-skPhveBkNzdj-bUeuLynzX-3sDk8hqK_RG0RqbrA/s1920/afstemC_2.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1441" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaAbi13UrcsBIpcm2bQkrfJTDX9zwCEUCtfkVuQOKAjxAOByeNe3kDXtU4PE1VFI-jI6MHGR7MTP8XAHVp-jYiQ2if1o497fEXowzjKs0j8hSKmhnxukwye6j3Dh1FfE0yEFu7AZMlygWUUpEwrh-skPhveBkNzdj-bUeuLynzX-3sDk8hqK_RG0RqbrA/w640-h480/afstemC_2.jpg" width="640" /></a><br /><br /><br />Het gebarsten asje dat door de barsten dikker geworden is<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Paf5P3Jzztg2X9wTGRDvGM0rf8-61Z5yOVxd7pi74NP0CNIpQWups6HEWe0sXGrDrJB-9sJBl6s0Gy2XAeFJ0PskMRjUL_y6k7-1bcjk1bduAwMZ-yOtYWwKhE0rOH-VXnTXK3BHreskUsZ4SnVMmVpdGE8nKmE2I3nF-oyvslcsfWBNGcEQficuCI8/s1920/afstemC_3.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1442" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Paf5P3Jzztg2X9wTGRDvGM0rf8-61Z5yOVxd7pi74NP0CNIpQWups6HEWe0sXGrDrJB-9sJBl6s0Gy2XAeFJ0PskMRjUL_y6k7-1bcjk1bduAwMZ-yOtYWwKhE0rOH-VXnTXK3BHreskUsZ4SnVMmVpdGE8nKmE2I3nF-oyvslcsfWBNGcEQficuCI8/w640-h480/afstemC_3.jpg" width="640" /></a><br /><br /><br /><br />Ook de mechanische vertraging liep stroef doordat het gebruikte vet na meer dan 30 jaar plakkerig was geworden. Na reiniging was er een nieuw probleem: er zit een soort tik in de afstemming. Bij nazicht bleek in de fijne stalen as, daar waar de kogeltjes op draaien, een putje te zijn. Waarschijnlijk zurig worden van het vet, geen idee. Opnieuw met de boormachine en schuurpapier het putje effen geschuurd.<br />De koppeling is nu niet helemaal slipvrij, waarschijnlijk doordat de as nu te glad is, en mogelijk door het onderste kogeltje (niet zichtbaar op de foto) onvoldoende druk uitoefent op de andere kogeltjes. Dit werd zo gelaten.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrWE3cHl7ALCqZuhqrz8eQ99hE_AJHqF5W1APAvgwHAIUuBDX2q6lvZzXnrMZHzBPpTVYBuSsXeB-dZWdvIy9i7okgj3oiJbXyRRR1BLD6MnkvpFfiAWJcvdF0T-a4u6ZUoPIheRjFhCpP-l7oPq58YH8zmNC8yz_C4pGvYtQjWDv1fGFpTcf7V9LFaUo/s1920/afstemC_4.jpg" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1442" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrWE3cHl7ALCqZuhqrz8eQ99hE_AJHqF5W1APAvgwHAIUuBDX2q6lvZzXnrMZHzBPpTVYBuSsXeB-dZWdvIy9i7okgj3oiJbXyRRR1BLD6MnkvpFfiAWJcvdF0T-a4u6ZUoPIheRjFhCpP-l7oPq58YH8zmNC8yz_C4pGvYtQjWDv1fGFpTcf7V9LFaUo/w640-h480/afstemC_4.jpg" width="640" /></a><br /><br /><br /><br />Het hopelijk laatste werkje: de gebroken kipschakelaars herstellen. <br />Van een stukje aluminium staaf van ongeveer dezelfde diameter werd hendeltjes gemaakt. Dit in pure handarbeid, met de vijl. Niet 100% gelukt, maar toch beter dan geen hendeltje.<br /><br />De hendeltjes kun je hier en daar kopen. Als je <a href="https://www.radio-antik.de/xETradioGeraetegrundig1400.htm"><deze lijst></a> bekijkt kun je beter de radio in onderdelen verkopen dan als compleet toestel😀<br />Nog iemand die SL1400 onderdelen verkoopt: <a href="https://www.benl.ebay.be/sch/i.html?item=266548953494&rt=nc&_trksid=p4429486.m3561.l2562&_ssn=isobars">>KLIK<<br /></a><br />van rechts naar links: een intact hendeltje, een afgebroken hendeltje, de aluminium staaf voor twee nieuwe hendeltjes<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGulRQKMx6t77aLX86PBpPMsZdjutmgBEC6ig_4nvsyoFxNipD0hCnuEkA9LXKTEDdCqQIc-yXh_2Gdn23DUDmL6DHGDQQpWE-GLEbUzm07VTbGClIzhx7s5OwOBKbgVIGfshQy7q5MRRYzSnDGQjUwdL0kEa7JhTMIf6c0Rl-U2hDqBMYk8zvpZDLEWY/s1920/hendeltje_1.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1442" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGulRQKMx6t77aLX86PBpPMsZdjutmgBEC6ig_4nvsyoFxNipD0hCnuEkA9LXKTEDdCqQIc-yXh_2Gdn23DUDmL6DHGDQQpWE-GLEbUzm07VTbGClIzhx7s5OwOBKbgVIGfshQy7q5MRRYzSnDGQjUwdL0kEa7JhTMIf6c0Rl-U2hDqBMYk8zvpZDLEWY/w640-h480/hendeltje_1.jpg" width="640" /></a><br /><br />De basis van de hendeltjes is minder afgeplat dan het bediengedeelte. Uit één staafje worden 2 hendeltjes gemaakt.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy_4nMdT_Ol055MdI-M8yXPXG0yXJZ8Y5SK7kc4EqVGbcNDeXycqMQ9-chU-5QbuFNZoJub3lbtMf9lYjL5O8alrvowSOpZYg6-wo9XYb9riaaY_6foBdz2Lt1_PnnSQD57HF22mKb9G3Q4_UUaDISIJCGST635vqv8h8QsBHwn5FufdbclfZwQk2DTR8/s1920/hendeltje_3.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1442" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy_4nMdT_Ol055MdI-M8yXPXG0yXJZ8Y5SK7kc4EqVGbcNDeXycqMQ9-chU-5QbuFNZoJub3lbtMf9lYjL5O8alrvowSOpZYg6-wo9XYb9riaaY_6foBdz2Lt1_PnnSQD57HF22mKb9G3Q4_UUaDISIJCGST635vqv8h8QsBHwn5FufdbclfZwQk2DTR8/w640-h480/hendeltje_3.jpg" width="640" /></a><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9PmwIroonXHRD1hqkYXyQ7jxsFabRBd8UZHsBUZ6hngWcNUHEVImWBvt8_zUpKYzQBYonuZnnPCSZUXHlrtLHI5Gk_adDtVb9eouDfs9Jrnq-O0oi8zX59s5-40RfmVtysHq5hy1O7iLFBmfiLzNoGNTGIE-rM658k4gs9rczD7aDyESLCDHVFg__vGs/s1920/hendeltje_2.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9PmwIroonXHRD1hqkYXyQ7jxsFabRBd8UZHsBUZ6hngWcNUHEVImWBvt8_zUpKYzQBYonuZnnPCSZUXHlrtLHI5Gk_adDtVb9eouDfs9Jrnq-O0oi8zX59s5-40RfmVtysHq5hy1O7iLFBmfiLzNoGNTGIE-rM658k4gs9rczD7aDyESLCDHVFg__vGs/w640-h480/hendeltje_2.jpg" width="640" /></a><br /><br /><br />Het afgewerkte stuk, dat moet nog in 2 gezaagd worden en op maat gemaakt.<br />Aan de basis is een M3 gaatje aanwezig.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4chhTcwchjRli5qa8LGi0k9R9sDZWhWzrLVu89z3Vcs2Ovje3q5j-VTtVqQC3hMA-AinW_Uicd0UIYoL9vZmCFGWgD8agA37mdFPkt7Cnfavk0izwnOXTES-16tw9cIZab98c6oa6-PDAiAYRdUV-OxDwCqyF31xzu9FFmpBoaMLLU7iqyawhFZnO-hE/s2618/hendeltje_4.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1966" data-original-width="2618" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4chhTcwchjRli5qa8LGi0k9R9sDZWhWzrLVu89z3Vcs2Ovje3q5j-VTtVqQC3hMA-AinW_Uicd0UIYoL9vZmCFGWgD8agA37mdFPkt7Cnfavk0izwnOXTES-16tw9cIZab98c6oa6-PDAiAYRdUV-OxDwCqyF31xzu9FFmpBoaMLLU7iqyawhFZnO-hE/w640-h480/hendeltje_4.jpg" width="640" /></a><br /><br />Heeft iemand aluminiumpoeder nodig?<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW3crra1u3nNf8eXTIM2lsM4YjX-U8_F6xIh6MCCG9I_ZKtbnqPa4uwnWQ8b7ezeiKRc7C7xO19E7Q-DgNUo4cDEL-dpmZL2ivC3ofmz7lWjTepJjO4vs7gHFXO6dwWPIbkRO5vBAKfn-D6MM221u7h0QFxX77qOYBdwUSKK6Y8pXvXYQStb0Z_1KHzA0/s1920/hendeltje_6.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1442" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW3crra1u3nNf8eXTIM2lsM4YjX-U8_F6xIh6MCCG9I_ZKtbnqPa4uwnWQ8b7ezeiKRc7C7xO19E7Q-DgNUo4cDEL-dpmZL2ivC3ofmz7lWjTepJjO4vs7gHFXO6dwWPIbkRO5vBAKfn-D6MM221u7h0QFxX77qOYBdwUSKK6Y8pXvXYQStb0Z_1KHzA0/w640-h480/hendeltje_6.jpg" width="640" /></a><br /><br /><br />De hendeltjes klaar om op het kunststofdeel te plaatsen, links een origineel model.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBgSqyZ-8uCzdQHpicLNzem3bMyhEHGsZ2Ei4wGqEvuiAyEnjvNHBj_DyB0qFoJtTHq5pqqTCRWI56bSSN5IkPqkoQmqp7yfiaEkJhH6IZZJ44tTddd9gGgDNvfokuLOMwJBc3TNOPEL3yiB5U_NniARzeqtbDQFkVDnc2ATXRx-5z8lM3kkQxefuR7LU/s1920/hendeltje_5.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1441" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBgSqyZ-8uCzdQHpicLNzem3bMyhEHGsZ2Ei4wGqEvuiAyEnjvNHBj_DyB0qFoJtTHq5pqqTCRWI56bSSN5IkPqkoQmqp7yfiaEkJhH6IZZJ44tTddd9gGgDNvfokuLOMwJBc3TNOPEL3yiB5U_NniARzeqtbDQFkVDnc2ATXRx-5z8lM3kkQxefuR7LU/w640-h480/hendeltje_5.jpg" width="640" /></a><br /><br />De 7 volt lampjes voor schaalverlichting, S-meter en display waren allen defect.<br />Origineel is dit een uitvoering waarbij de glazen behuizing ook het voetje vormt.<br />Oorspronkelijk was het de bedoeling om beschikbare 6V lampjes te gebruiken en zelf een soort voetje te maken. Uiteindelijk werd gekozen om 1206 SMD LED's te gebruiken.<br />Bij 6V lampjes moest de originele voorschakelweerstand vervangen/vergroot worden.<br />Met LED's kan dit een extra 1K SMD weerstand worden. Voordeel is dat de originele lampjes kunnen teruggeplaatst worden.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLplZT6OFWj4a94v-eheh2QGsI4LrsyEBsEQLiLhznGQljzl9ZtGrjiPR8D23aYHbM0olI5ZsuYDfiOBFCLM9wojF7x0u0Um9W3ZVJIkzUiF8jy8tIU87_PyQpZz9sgwfQMbYaj7X3Rr4TJa-r0be8XrJX5O-oxd1Elpd4QsqFIWj9K2tJd1_y3ecL5QQ/s1920/lampje.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLplZT6OFWj4a94v-eheh2QGsI4LrsyEBsEQLiLhznGQljzl9ZtGrjiPR8D23aYHbM0olI5ZsuYDfiOBFCLM9wojF7x0u0Um9W3ZVJIkzUiF8jy8tIU87_PyQpZz9sgwfQMbYaj7X3Rr4TJa-r0be8XrJX5O-oxd1Elpd4QsqFIWj9K2tJd1_y3ecL5QQ/w640-h480/lampje.jpg" width="640" /></a><br /><br />Bij het opkuisen van de behuizing viel een storende kras op op de afstemschaal.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ_LvTkqI09EIg3MndBc2rBkyRLCPjWx-cMdLDNpD7cnY4zoMYV4Gy4IQTKp1Q5Xn9K3uIKFYGUC0rVHTfJeThdun9-XXy54AzljEOsAx2r0RDdjA2dv3d1mlM0MA-v5QjyCkkZegOsYNXRmqW4I-xDSlLgTJdyjIp1QB0PzQ3UU8-4CrxZMvBObyE6iw/s1920/krassen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ_LvTkqI09EIg3MndBc2rBkyRLCPjWx-cMdLDNpD7cnY4zoMYV4Gy4IQTKp1Q5Xn9K3uIKFYGUC0rVHTfJeThdun9-XXy54AzljEOsAx2r0RDdjA2dv3d1mlM0MA-v5QjyCkkZegOsYNXRmqW4I-xDSlLgTJdyjIp1QB0PzQ3UU8-4CrxZMvBObyE6iw/w640-h480/krassen.jpg" width="640" /></a><br /><br /><br />De kras die oppervlakkig was kon volledig verwijderd worden met een polierborsteltje en autowax (simonis). De "barst" is gezichtsbedrog, dat is de weerspiegeling van een kabel.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-5JSkXbKtSdtl03JOyfv-h3g5fP2Mrxsts2NCFyWmD341cGYFUEuTb41OUEbcVDIvDhhWESM882doIp2ecE0IF63y4yI_4vT8WV0bl4a0w54HBy05Ngewskf4HRoCoJKdHCy6jfBLqQS8xFns3666rQi3hvilJwo2JFztOEgaS3p10VTKGZRddsOdOo0/s3041/krassenweg.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2281" data-original-width="3041" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-5JSkXbKtSdtl03JOyfv-h3g5fP2Mrxsts2NCFyWmD341cGYFUEuTb41OUEbcVDIvDhhWESM882doIp2ecE0IF63y4yI_4vT8WV0bl4a0w54HBy05Ngewskf4HRoCoJKdHCy6jfBLqQS8xFns3666rQi3hvilJwo2JFztOEgaS3p10VTKGZRddsOdOo0/w640-h480/krassenweg.jpg" width="640" /></a><br /><br />Tot slot nog een foto van het eindresultaat met de LED verlichting.<br />Kun je de vervangende schakelaars zien?<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4cxYmgiyUUdY0tQI0JKOhoU77X5fMP4eXIsoiE5zZJsaYpQOmh-Nzkda4aioBVO0gqKypPLkQuO9gNakCjchQgqnVO-zIOy8CLhNWpkHmPGlBrJydY9rlmz2e3vJV1-t9PvZMkHusts7YqyXGOp_6a6gMSAl7pIJXrf1H3c3QwajAvUutWFo3AePM9g0/s1920/gereed.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1208" data-original-width="1920" height="402" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4cxYmgiyUUdY0tQI0JKOhoU77X5fMP4eXIsoiE5zZJsaYpQOmh-Nzkda4aioBVO0gqKypPLkQuO9gNakCjchQgqnVO-zIOy8CLhNWpkHmPGlBrJydY9rlmz2e3vJV1-t9PvZMkHusts7YqyXGOp_6a6gMSAl7pIJXrf1H3c3QwajAvUutWFo3AePM9g0/w640-h402/gereed.jpg" width="640" /></a></p><br />Nog wat randbemerkingen.<br />Qua uitzicht is dit een aparte radio, en waarschijnlijk goed verkopend gezien het succes van de andere Satellit radio's. Qua werking presteert de radio goed. Alhoewel de afstemming in SSB moeizaam is, en het audio soms wat vervormt (door de te snelle AGC?) is de gevoeligheid in vergelijking met een Kenwood R2000 gelijkaardig. Jammer dat de 10m band er net niet opzit.<br /><br />Qua bouw zijn er vreemde keuzes gemaakt. De achterkant zit met 2 schroeven vast, voor de rest klikt alles in elkaar. Naar productie toe zal dat vlot en tijdsbesparend werken. Ook de printen zijn van connectors voorzien voor verbindingen onderling. Sommige draden zijn dan weer gesoldeerd, precies alsof de connectors op waren, of vergeten. En dan de belachelijk korte draden naad de luidsprekers.<br />Ook de bereikbaarheid van het mainbord is lastig, zelfs om te meten, laat staan om iets te vervangen.<br /><br />Ook vreemd: de knop AM/USB/LSB werkt op SW1 "omgekeerd". Maar dit heeft te maken met het converterprincipe voor de andere banden. <br />Ook vreemd: de identieke knopjes voor BFO en MVC hebben de uitsparing voor de platte kant van de as op een verschillende plaats.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB43E17NxIwuEoMHdgE5Gd5wfLZvnoGmn-RY8CY4uFRY4N0zgefUQUh7MmXEEqACGS2gd6Nd8UoHgbaPl47nUoU8oFHcX32dAMOiGC9IxdxVaf8Ke-fl5RN1rABYlVmAwHJIBfbhJaY3Vgf5n7m6lYSWeM-M_DA78doUxiiuvnMZwXcgBjaXW5U564mCA/s648/usb%20lsb.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="307" data-original-width="648" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB43E17NxIwuEoMHdgE5Gd5wfLZvnoGmn-RY8CY4uFRY4N0zgefUQUh7MmXEEqACGS2gd6Nd8UoHgbaPl47nUoU8oFHcX32dAMOiGC9IxdxVaf8Ke-fl5RN1rABYlVmAwHJIBfbhJaY3Vgf5n7m6lYSWeM-M_DA78doUxiiuvnMZwXcgBjaXW5U564mCA/w400-h190/usb%20lsb.jpg" width="400" /></a><br /><br />Aan de andere kant, op een slechte voedingselko, en een kapot torretje in de teller na was alles nog in orde. Ook de afregeling had geen nazicht nodig.<br /><br />Het geluid (op FM) valt iets tegen in de zin dat er teveel laag aanwezig is waardoor de eindtrap snel begint te klippen. De bassregelaar stel je best minimaal, en dan voorzichtig opdraaien.<br /><br /><br /><br />einde<br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-70092142885799948322023-10-31T02:19:00.006-07:002023-11-18T09:36:36.989-08:00Voeding 13.5V 30A - 31 oktober 2023<p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG9EHlkArfiTxiRY5PpJz0FcWw4v2Q0S1NJGMUf-_ndMkFdOnOXqhSjvfBVd49rBRMl-M43U7Q62qlQ7fqsZgkHc9VxWMNdxIuoSYladIkz41IqD6OhkREdnrB5RBH_Uqzf_7gPdIyC31yklOp4OitxisOqeNtVHlVTT6Qi6-fVvpuj4vbE62nu0ozbmY/s1920/voorkant.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG9EHlkArfiTxiRY5PpJz0FcWw4v2Q0S1NJGMUf-_ndMkFdOnOXqhSjvfBVd49rBRMl-M43U7Q62qlQ7fqsZgkHc9VxWMNdxIuoSYladIkz41IqD6OhkREdnrB5RBH_Uqzf_7gPdIyC31yklOp4OitxisOqeNtVHlVTT6Qi6-fVvpuj4vbE62nu0ozbmY/w640-h480/voorkant.jpg" width="800" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />Wat is er nu bijzonder aan een voeding om daar een blog over te schrijven? <br />In feite niets. Meestal staat die ergens achteloos op een moeilijk bereikbaar plekje opgesteld met, na verloop van tijd, een spinneweb van kabels, en reken je erop dat ze haar werk altijd betrouwbaar doet.<br />Maar hier voedt je uw dure transceivers mee!<br /><br />Met mijn huidige analoge zelfbouwvoeding is weinig mis, enkel de maximale stroom van 10A (op de meter) is soms wat te beperkt.<br />De warmteontwikkeling tijdens warme zomerdagen is soms ook te hoog.<br /><br />De technologie met switch-mode voeding heeft het mogelijk gemaakt om enorme vermogens of stromen te verkrijgen in een compacte behuizing. Op hambeurzen worden regelmatig voor een lage prijs 12V servervoedingen aangeboden met stromen van gemakkelijk 30A en meer. <br />Enig nadeel zijn de soms lange diepte, en het lawaai van de vetilator(en). Mogelijk is de maximale spanning niet altijd op 13.5V in te stellen.<br /><br />Via via kwam ik in het bezit van kleine maar krachtige voedingkjes van 600W.<br />De voedingen bestaan uit een vast primair gedeelte. Secundair kunnen in totaal 4 stuks 150W modules geplaatst worden die al dan niet dezelfde spanning hebben.<br />In dit geval worden 2* 12V modules parallel geplaatst zodat 300W beschikbaar is, of ongeveer 25A.<br />Via een connector kunnen sensedraden aangesloten worden, en kan ervoor gezorgd worden via een andere aansluiting dat de modules gelijke stroom leveren.<br /><br />De sensedraad is niet absoluut nodig, maar omdat een shunt voor de stroommeting aanwezig is zou het jammer zijn deze mogelijkheid niet te gebruiken.<br />De spanningsval op de draden van de module naar de aansluitbussen:<br />plus draad: ongeveer 40mV<br />min draad met shunt: ongeveer 70mV<br /><br />Er wordt een stroom- en spanningsmeter voorzien. Deze keer werd gekozen voor een chinees paneelmetertje dat voor enkele Euro op Ebay te koop is.<br />Zoals altijd bij chinese aanbieders: WYSIWYG - wat je ziet is wat je krijgt.<br />Er werden twee metertjes besteld die tot 50A kunnen meten. Bij de ene aanbieder staat de shunt expliciet vermeld, bij de andere niet. Deze laatste is nog onderweg...<br /><br />Deze modules zijn de reden om deze blog te maken.<br />Zoals steeds is er nauwelijks info te vinden, de ene aanbieder is hierin wat vollediger en/of correcter.<br /><br />Op Circuitsonline heeft een gebruiker een gedetailleerde test van verschillende metertjes gedaan:<br /><a href="https://www.circuitsonline.net/forum/view/138548#highlight=paneelmeter">KLIK</a><br /><br /><br />Specs van module:<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW7sa49sj7gHFHDpLCaZl9GHyh46m-hPn7akHRRH5kIG-hiM7QZQMekypFTd0wAMX4yPmDbvPAry5p-DZu51GiGp8SkGgb0YyqCf35oIClj4tTHQkDFEZMyiekMWjOxg705l5slCS9VrNvN-_In4Wc3xplIOXLSae33BcMUIF-fnb6uOpSUPVLPHebK1k/s871/specs.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="855" data-original-width="871" height="628" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW7sa49sj7gHFHDpLCaZl9GHyh46m-hPn7akHRRH5kIG-hiM7QZQMekypFTd0wAMX4yPmDbvPAry5p-DZu51GiGp8SkGgb0YyqCf35oIClj4tTHQkDFEZMyiekMWjOxg705l5slCS9VrNvN-_In4Wc3xplIOXLSae33BcMUIF-fnb6uOpSUPVLPHebK1k/w640-h628/specs.jpg" width="640" /></a><br /><br />Afbeelding<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDCyVfONvQIyoWL8RsoMCR12-8-TtRVrHuwJtkIHTlfdZHFLs6Acyp3iGSHvrhbXm5k83kfsGXiU3KYTMDGvsvkH9bMbHxTt9_Vji4rEC21qwA0UxFQC1L-HK87sF_mdUKrVynW_PF4v1EQ5bIeUTh9o44r9w1_7c2Ng6FGdyLEJMasrfoRgkrpFFoqi0/s840/beschrijving2.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="720" data-original-width="840" height="548" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDCyVfONvQIyoWL8RsoMCR12-8-TtRVrHuwJtkIHTlfdZHFLs6Acyp3iGSHvrhbXm5k83kfsGXiU3KYTMDGvsvkH9bMbHxTt9_Vji4rEC21qwA0UxFQC1L-HK87sF_mdUKrVynW_PF4v1EQ5bIeUTh9o44r9w1_7c2Ng6FGdyLEJMasrfoRgkrpFFoqi0/w640-h548/beschrijving2.jpg" width="640" /></a><br /><br />beschrijving, hier zie je een shunt op print<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjuZgPZK0DalQgXxSu0e8KbW7uBNhyphenhyphen6sTt8oh44WNeF1BMiKpO5Kh2_pwPRUxdJzxLWeX2XVQnzvXSH8FZbV4M07hZ616Hi2iNKVo5x3CvsjaEMEOytBh6cExE0Mx8v6e9lYbO4cuknth1ZUEV0T0uEclb0LU06PTDXl540-OpdLWHQvcv0rkdAqbnHkQ/s939/beschrijving1.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="939" data-original-width="820" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjuZgPZK0DalQgXxSu0e8KbW7uBNhyphenhyphen6sTt8oh44WNeF1BMiKpO5Kh2_pwPRUxdJzxLWeX2XVQnzvXSH8FZbV4M07hZ616Hi2iNKVo5x3CvsjaEMEOytBh6cExE0Mx8v6e9lYbO4cuknth1ZUEV0T0uEclb0LU06PTDXl540-OpdLWHQvcv0rkdAqbnHkQ/w558-h640/beschrijving1.jpg" width="558" /></a><br /><br />nogmaals de shunt (voor 10A?)<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPFA_MI6xQ15IrPi9K24cqZJ69rpuDqplR7si5xjyxnuiP5LjSsvwDCZqgAF7kFNfMnNF_K7UWbB8ROO6X-Q8uOAxJWzrWdbS0xuuBKWlwEGXWKoSYwg3UC0CZaIETkHWCKH_GePUIFwt3dVwiGSGwyw5-8dDsZ6_4pX87OJqIpU7Z18fV3ZTWgfSVWqM/s902/foto%20met%20shunt%20op%20print.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="902" data-original-width="806" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPFA_MI6xQ15IrPi9K24cqZJ69rpuDqplR7si5xjyxnuiP5LjSsvwDCZqgAF7kFNfMnNF_K7UWbB8ROO6X-Q8uOAxJWzrWdbS0xuuBKWlwEGXWKoSYwg3UC0CZaIETkHWCKH_GePUIFwt3dVwiGSGwyw5-8dDsZ6_4pX87OJqIpU7Z18fV3ZTWgfSVWqM/w572-h640/foto%20met%20shunt%20op%20print.jpg" width="572" /></a><br /><br /><br />Pinning en trimmertjes<br /><br /></span></p><p><span style="font-family: verdana; font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpTOLzLnpxdqYpCOUWZJWJwroAJLCEtybTl09ES_LbLxQBTz8VHDhJVoudPnkVd4WuzlQIe4K_tcB4Nk7zlQkvcemrCkk8qwMKwRDAkRpyFCIdROiy0zGy_Q283Ymvgxjtqwr0PPc3Wp4s1RvwGzRUJpk7I0VdVOBU1D0y3eOlmAdYhfN5cB4tmFVS76w/s824/aansluitingen%20op%20print.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="518" data-original-width="824" height="402" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpTOLzLnpxdqYpCOUWZJWJwroAJLCEtybTl09ES_LbLxQBTz8VHDhJVoudPnkVd4WuzlQIe4K_tcB4Nk7zlQkvcemrCkk8qwMKwRDAkRpyFCIdROiy0zGy_Q283Ymvgxjtqwr0PPc3Wp4s1RvwGzRUJpk7I0VdVOBU1D0y3eOlmAdYhfN5cB4tmFVS76w/w640-h402/aansluitingen%20op%20print.jpg" width="640" /></a><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjogIUki_66wySXuRRmN5kd-Sol_JwaW3o-6F8rSsJpCh1XLAXq1DgobfhMmLW7tMrMANyM03pgbbbHuq0KALPxq_2SweHfgfuUfyxH8QIkgIeAdu0ria19v1swU67H_FJ21Z-lRG7ce8GAToHn3Wx5b_cQblFhBnyWqnXWvjg3XgwmQjE3GNdP2BfPMko/s782/afregeling.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="722" data-original-width="782" height="590" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjogIUki_66wySXuRRmN5kd-Sol_JwaW3o-6F8rSsJpCh1XLAXq1DgobfhMmLW7tMrMANyM03pgbbbHuq0KALPxq_2SweHfgfuUfyxH8QIkgIeAdu0ria19v1swU67H_FJ21Z-lRG7ce8GAToHn3Wx5b_cQblFhBnyWqnXWvjg3XgwmQjE3GNdP2BfPMko/w640-h590/afregeling.jpg" width="640" /></a><br /><br /><br />Aansluiting zoals voor in een voeding<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0aJo7EUbPlWCct6PgvwPHJA75FxtW1Ccnxr4i_QQdXO1qZD_01molFAg2Vgs9BlhBTNCqW-D6hW_7jUQRTPobCQIfgMSjr7wxkVC5ocH828PHfzESoMR_KgUSWSQA2UR2msjiGst6vOZfrnH3STTPphNXurjEGVltQ2xOkzsRrlGW19K8P8s3xf21xl4/s746/aansluiting%20op%20interne%20voeding.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="617" data-original-width="746" height="530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0aJo7EUbPlWCct6PgvwPHJA75FxtW1Ccnxr4i_QQdXO1qZD_01molFAg2Vgs9BlhBTNCqW-D6hW_7jUQRTPobCQIfgMSjr7wxkVC5ocH828PHfzESoMR_KgUSWSQA2UR2msjiGst6vOZfrnH3STTPphNXurjEGVltQ2xOkzsRrlGW19K8P8s3xf21xl4/w640-h530/aansluiting%20op%20interne%20voeding.jpg" width="640" /></a><br /><br /><br />Aansluiting voor in een voeding, stroommeting via externe shunt (deze afbeelding komt van een andere aanbieder)<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1fkulnahII2GmlSSD-FGEiomLpSFB_cZQDlRm6UUF6qnSdWh5Ckp7ojLK-D6ghpVoQD6ZMcyCk2I495N6fYVJc6G4XQsU0vz04_6peWgsUVI0qmEeJXX18QzE9Y_h252IwF1weAea-kb1q_7Hb_JFDJ-cPpJ5enWo3VxgypoFUnbO85s7UDD88vTAbNU/s573/aansluiting2.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="436" data-original-width="573" height="486" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1fkulnahII2GmlSSD-FGEiomLpSFB_cZQDlRm6UUF6qnSdWh5Ckp7ojLK-D6ghpVoQD6ZMcyCk2I495N6fYVJc6G4XQsU0vz04_6peWgsUVI0qmEeJXX18QzE9Y_h252IwF1weAea-kb1q_7Hb_JFDJ-cPpJ5enWo3VxgypoFUnbO85s7UDD88vTAbNU/w640-h486/aansluiting2.jpg" width="640" /></a><br /><br />foto van de testopstelling met dummyload. <br />De dummyload bestaat uit een aantal defecte autolampen en vermogensweerstanden die afzonderlijk kunnen ingeschakeld worden.<br />Er is op dit moment slechts enkel de rechtse module aangesloten.<br />Defecte autolampen als dummy? Zoals dat grapje van die fotograaf die defecte lampen nodig had voor zijn donkere kamer :-) Defecte auloampen zijn de klassieke bollen met 2 gloeidraden waarvan altijd eerst het rijlicht defect gaat, en het grootlicht ('phares') normaal nooit gebruikt wordt nog intact is.<br />Zo'n lamp is ongeveer 50W of ongeveer 4A.<br />Sommige voedingen hebben problemen met de inschakelstroom, vandaar de weerstanden.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGJ6Z3KFoaU8V5pFGT5cRaiyr4DCexO4KGAcft7tVHhDCH7eXojENNYm1I3Gsp7_k07IopFot_f_cf_J5QwS98AggIH7DKQkM3f8JrJN-z2td7O0XYp7fjLcL-AaNmqyRfr8f6CvfjFC8pKbsh8tnCHZUc6J9pmA8AVivw55C5rbduNSiyzNt4LIKNz2s/s1920/foto%20testopstelling.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGJ6Z3KFoaU8V5pFGT5cRaiyr4DCexO4KGAcft7tVHhDCH7eXojENNYm1I3Gsp7_k07IopFot_f_cf_J5QwS98AggIH7DKQkM3f8JrJN-z2td7O0XYp7fjLcL-AaNmqyRfr8f6CvfjFC8pKbsh8tnCHZUc6J9pmA8AVivw55C5rbduNSiyzNt4LIKNz2s/w640-h480/foto%20testopstelling.jpg" width="640" /></a><br /><br /><br />De afgewerkte voeding; de schroefjes om de kap te bevestigen werden even later voorzien.<br />De voorste aansluitbussen worden normaal niet gebruikt.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG9EHlkArfiTxiRY5PpJz0FcWw4v2Q0S1NJGMUf-_ndMkFdOnOXqhSjvfBVd49rBRMl-M43U7Q62qlQ7fqsZgkHc9VxWMNdxIuoSYladIkz41IqD6OhkREdnrB5RBH_Uqzf_7gPdIyC31yklOp4OitxisOqeNtVHlVTT6Qi6-fVvpuj4vbE62nu0ozbmY/s1920/voorkant.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG9EHlkArfiTxiRY5PpJz0FcWw4v2Q0S1NJGMUf-_ndMkFdOnOXqhSjvfBVd49rBRMl-M43U7Q62qlQ7fqsZgkHc9VxWMNdxIuoSYladIkz41IqD6OhkREdnrB5RBH_Uqzf_7gPdIyC31yklOp4OitxisOqeNtVHlVTT6Qi6-fVvpuj4vbE62nu0ozbmY/w640-h480/voorkant.jpg" width="640" /></a><br /><br /><br />De achterkant.<br />De aansluitbussen zijn via een stukje PCB met 70u koper (normaal 35u) parallel gezet. Op de PCB zitten nog de sense aansluitingen en de spanningsmeter van de voltmeter, de gele draad.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5lH9fa_hWACe34yVe0DWxFB3YtIgcBjUVuqWCrS3m6qX1GVufcm2LZwmjraKMVZK9L2xJDZahFvJo1zKqfeRwj3mYFZpZ8dZHulTQGJMojpGQxhMjryUkG7XtL3NlHWmMgBDROpcOBFf9U5mJERXEf1vwRt0CwOAHxP0x01oCJSjeuRW__TyoxeyAD40/s1920/binnen%20achterkant.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5lH9fa_hWACe34yVe0DWxFB3YtIgcBjUVuqWCrS3m6qX1GVufcm2LZwmjraKMVZK9L2xJDZahFvJo1zKqfeRwj3mYFZpZ8dZHulTQGJMojpGQxhMjryUkG7XtL3NlHWmMgBDROpcOBFf9U5mJERXEf1vwRt0CwOAHxP0x01oCJSjeuRW__TyoxeyAD40/w640-h480/binnen%20achterkant.jpg" width="640" /></a><br /><br /><br />nogmaals de achterkant, de vijsjes zijn inmiddels geplaatst. <br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL971Na5te1DGCXTGCf7gSBb05sxEgO3pQPuHM1RcElOrPqCOplk9TTvwd9zn0GvGFfG_qFWeOfkM6IIorAo12QzC_0BJMwm8UUjkQjGNd4mzynKQAb8a0W-knLRaztyGQTq1ar54-8usQu2BTv7lg-PEjITPQyZb_q6gCEQrjVN0gok2FYsPvi2Yv8Yc/s1920/achterkant.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL971Na5te1DGCXTGCf7gSBb05sxEgO3pQPuHM1RcElOrPqCOplk9TTvwd9zn0GvGFfG_qFWeOfkM6IIorAo12QzC_0BJMwm8UUjkQjGNd4mzynKQAb8a0W-knLRaztyGQTq1ar54-8usQu2BTv7lg-PEjITPQyZb_q6gCEQrjVN0gok2FYsPvi2Yv8Yc/w640-h480/achterkant.jpg" width="640" /></a><br /><br /><br />Het binnenwerk<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8yrORmGwvdvm_S6szMvMImhST4rcvP5jTTpSZObO6QNxdwV9LoEK4oNcwIbw5RFv5v4vkrv1eaeKAKeIkejyHK_ZFyMKvaUSfb4t0hubmWSj9XuVOCMO3lQDHsD7XaPsNUphB4Dgx0elAR8f1GjYWRMo5gwCLbtG3g6W_WgymM1-gLTmEhKfefBMk4F0/s1920/bovenkant.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1287" data-original-width="1920" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8yrORmGwvdvm_S6szMvMImhST4rcvP5jTTpSZObO6QNxdwV9LoEK4oNcwIbw5RFv5v4vkrv1eaeKAKeIkejyHK_ZFyMKvaUSfb4t0hubmWSj9XuVOCMO3lQDHsD7XaPsNUphB4Dgx0elAR8f1GjYWRMo5gwCLbtG3g6W_WgymM1-gLTmEhKfefBMk4F0/w640-h430/bovenkant.jpg" width="640" /></a><br /><br /><br />Om de voeding aan of uit te zetten wordt een klassieke dubbelpolige C&K wipschakelaar gebruikt.<br />De netspanning wordt aangesloten op de onderste kontakten, de geschakelde kant op de middenkontakten. <br />Zodoende kan er nooit spanning staan op de bovenste kontakten; voor alle zekerheid zijn ze ook van een stukje krimpkous voorzien.<br />Aan is schakelaar omhoog wat voor mij het meest logische is.<br />De groene LED is via 680 ohm aangesloten op de uitgang.<br />De voeding zelf heeft enkele statusuitgangen die ook zouden kunnen gebruikt worden.<br /><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJOG8YYki0EUjHhMb-C6HOFOGZraNdQwHoZ_h4yhbGwWGPEp9aY4fntoAOZ3kv_bswg1q4-TX6bXdtnl5OdWEnp1bVB51YZ95afBRQ97qtvnhN32NBfNZkFFvl1Fx8mepsub4kmr1Wurg7NjvkDSf2kQu9DgZ3PhLfCCeAAn4R2UZwPPdr4Bi11mRG4TA/s1920/binnen%20voor.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJOG8YYki0EUjHhMb-C6HOFOGZraNdQwHoZ_h4yhbGwWGPEp9aY4fntoAOZ3kv_bswg1q4-TX6bXdtnl5OdWEnp1bVB51YZ95afBRQ97qtvnhN32NBfNZkFFvl1Fx8mepsub4kmr1Wurg7NjvkDSf2kQu9DgZ3PhLfCCeAAn4R2UZwPPdr4Bi11mRG4TA/w640-h480/binnen%20voor.jpg" width="640" /></a><br /><br /><br /><br />De shunt die bijgeleverd werd met het digitaal metertje. Helaas waren geen klemmen beschikbaar om de draden netjes aan te sluiten.<br />Merk op dat de shunt in de minleiding zit! Dit heeft te maken met de spanningsmeting over de shunt die op deze manier in een bereik tussen 0 en minder dan 1V zit.<br /><br />Met een shunt in de plusleiding moet je een verschilspanning meten op voedingspotentiaal, het meetchipje kan dit niet aan.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlIx3l9CmMwFaJq3ovQLuFCbialaiO9J1qPpOwjVFyy3V9VqeoEotqPHgujDvWq2MzZEl0WHaCVaYsE2_0lb4OJkdYOqAaRUJMy0S5fr-SuGr3N7FyxZfY21MkMkOn2Hh4u8FkZvLolBdMRw2JCkl8DMoc_UMTP5F5joOVchdiA96NoIiFgKZx8TsBW4o/s1920/shunt.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlIx3l9CmMwFaJq3ovQLuFCbialaiO9J1qPpOwjVFyy3V9VqeoEotqPHgujDvWq2MzZEl0WHaCVaYsE2_0lb4OJkdYOqAaRUJMy0S5fr-SuGr3N7FyxZfY21MkMkOn2Hh4u8FkZvLolBdMRw2JCkl8DMoc_UMTP5F5joOVchdiA96NoIiFgKZx8TsBW4o/w640-h480/shunt.jpg" width="640" /></a><br /><br /><br /><br />Enkele foto's van de switchmode voeding<br /><br />De voeding bestaat uit een chassis waarin tot 4 modules kunnen geplaatst worden.<br />Hieronder het chassis en één module.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVe1lNlsJWPqbqKcdilOREPrpmuPjCnfK7nah1vvgyn20gZKeE7Ebw14ZYH_gpqY_vV-yxl88DBzFlsUuSXpKs0rfwyeMuQkcaprgncGRv0dTd7aTOhJb7e_QsRLKsyw3faBRDDerVqFJhlCfbbchA8oNpOBh39H9Zrl5bpucKhj8la-T4arZ66ygIPvc/s1920/voeding1.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVe1lNlsJWPqbqKcdilOREPrpmuPjCnfK7nah1vvgyn20gZKeE7Ebw14ZYH_gpqY_vV-yxl88DBzFlsUuSXpKs0rfwyeMuQkcaprgncGRv0dTd7aTOhJb7e_QsRLKsyw3faBRDDerVqFJhlCfbbchA8oNpOBh39H9Zrl5bpucKhj8la-T4arZ66ygIPvc/w640-h480/voeding1.jpg" width="640" /></a><br /><br /><br />Detailzicht van een 12V/15A module<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz77K1MtCEgm4vJ5aoxa3bYy1VVCaT23IFEGmwI4cTygukl05Zm7rK5X_MU8uzB8T7SKVN9nxbpOWxBd6rNGcY9zso-3ErEEGU9QLnLD2zID4oDt-UcoJqnALhtvRJY_K54AeM02v0j_PjIYElnXWoyWgR2hZA50vVSvm-gqa1KQm628DAHVejjcqkT5U/s1920/voeding2.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz77K1MtCEgm4vJ5aoxa3bYy1VVCaT23IFEGmwI4cTygukl05Zm7rK5X_MU8uzB8T7SKVN9nxbpOWxBd6rNGcY9zso-3ErEEGU9QLnLD2zID4oDt-UcoJqnALhtvRJY_K54AeM02v0j_PjIYElnXWoyWgR2hZA50vVSvm-gqa1KQm628DAHVejjcqkT5U/w640-h480/voeding2.jpg" width="640" /></a><br /><br /><br />Om de warmte beter te verspreiden en een goede luchtstroom te verkrijgen werden de modules in de onpare' sloten geplaatst.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4DUtXPAd3Qc8S3LEKK-qW0P4ENgJ4yPsT08OIptoQBCypVtuf7EJwjY9CHd69dTfKzLOhaHSzZnJrxJLOFHx4wy2y-IREvxPsafP7M78IggEloKGdTbuHgJuO8uGqxXJMVBAlkSXNwE4Zr3046PpECM3A-8Vew9c4AWxdnOudRhhclJfOma6FwwDnVS0/s1920/voeding3.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4DUtXPAd3Qc8S3LEKK-qW0P4ENgJ4yPsT08OIptoQBCypVtuf7EJwjY9CHd69dTfKzLOhaHSzZnJrxJLOFHx4wy2y-IREvxPsafP7M78IggEloKGdTbuHgJuO8uGqxXJMVBAlkSXNwE4Zr3046PpECM3A-8Vew9c4AWxdnOudRhhclJfOma6FwwDnVS0/w640-h480/voeding3.jpg" width="640" /></a><span style="font-family: verdana; font-size: medium;"><br /><br /><br /><br /><br />Nog een voorval tijdens het testen met een Kenwood 70cm TM455A: plots niets meer, het toestel is dood.<br />Ondanks het uitzicht is de 20A zekering defect gegaan.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifEsyvG9-RT66YEgiar1atVARuKIR7tkd_tVrR_GEhyuLVjGamyfikNj4eoV1bFvrYy5tAqwmjLp_5P2huoJe7L3BSk6Rrh3EbiNQTnETLeA2OTenNf2t6RIkOXFEvpU2Z1nTcWSRjmdeSbZ0NTIL1ttiB4z6mQ8EkQnC1URzIr4spdmIoiiRPVKr820E/s1920/20A_1.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifEsyvG9-RT66YEgiar1atVARuKIR7tkd_tVrR_GEhyuLVjGamyfikNj4eoV1bFvrYy5tAqwmjLp_5P2huoJe7L3BSk6Rrh3EbiNQTnETLeA2OTenNf2t6RIkOXFEvpU2Z1nTcWSRjmdeSbZ0NTIL1ttiB4z6mQ8EkQnC1URzIr4spdmIoiiRPVKr820E/w640-h480/20A_1.jpg" width="640" /></a><br /><br />Het glas van de zekering werd met een kras doormidden gebroken waarbij één deel gewoon loskwam.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgggALNXoM1pmIVV53semB_uARe7-sXBCENi3LV9is40NrwefeXcky183mj-cCjrVKCNBCL-McOoJGXxPu4QtYC_k6w2U9F6HenvGojK_fHrgIs-kxB74xJEdKMwtfxE6Px0m_mpiM61ic8f_y7EM0RO9m7PgME3Zf9-rVMcKLp_sd8A00jFbnMlpTVG2w/s1920/20A_2.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgggALNXoM1pmIVV53semB_uARe7-sXBCENi3LV9is40NrwefeXcky183mj-cCjrVKCNBCL-McOoJGXxPu4QtYC_k6w2U9F6HenvGojK_fHrgIs-kxB74xJEdKMwtfxE6Px0m_mpiM61ic8f_y7EM0RO9m7PgME3Zf9-rVMcKLp_sd8A00jFbnMlpTVG2w/w640-h480/20A_2.jpg" width="640" /></a><br /><br /><br />Blijkbaar is er corrosie ontstaan in de aansluithuls<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEl4eMm3Tojp_jRoUVOGN165CCpUbfBb6mkJMSEKWjQ530nmTq4qLlMvYM-SUs6B3kEMG_k2evmRb_6wWiKsAgQaIRZBKHKUltKYsd6hqw_-09WoFoN_c0QZArNqFqXUKWW8odQOy2vzyb6XBF2vAzMyGrAu7vAhGrRsOM1s1MBEbsZ_LeZBG_48gAwbA/s1871/20A_3.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1403" data-original-width="1871" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEl4eMm3Tojp_jRoUVOGN165CCpUbfBb6mkJMSEKWjQ530nmTq4qLlMvYM-SUs6B3kEMG_k2evmRb_6wWiKsAgQaIRZBKHKUltKYsd6hqw_-09WoFoN_c0QZArNqFqXUKWW8odQOy2vzyb6XBF2vAzMyGrAu7vAhGrRsOM1s1MBEbsZ_LeZBG_48gAwbA/w640-h480/20A_3.jpg" width="640" /></a><br /><br /><br /><br />Tot slot, nog een tip voor de lezers:<br />Probeer eens de 'tijdschrift' weergave.<br />Dan kun je relatief gemakkelijk mijn andere blogs zien.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8qDfGh8QdHZx0A8j1zUpBbY37FcFsQjl2llSMZEzwaAcO8l5ggK2Hdp2uml4yENIlC5XMuq4TqZyWmnNrdCB-p5T9lDxAXUOxgXDZ99d2Z_zquByOg5_lv_6rJ_GxKgXy0bqfbtYeo623OG-aqm1QMEpmH8QByCNUipQSpAA9hyphenhyphenAtySGFo0CGXNeYQHU/s1308/google%20tip.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="384" data-original-width="1308" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8qDfGh8QdHZx0A8j1zUpBbY37FcFsQjl2llSMZEzwaAcO8l5ggK2Hdp2uml4yENIlC5XMuq4TqZyWmnNrdCB-p5T9lDxAXUOxgXDZ99d2Z_zquByOg5_lv_6rJ_GxKgXy0bqfbtYeo623OG-aqm1QMEpmH8QByCNUipQSpAA9hyphenhyphenAtySGFo0CGXNeYQHU/w640-h188/google%20tip.jpg" width="640" /></a><br /><br /><br />einde, hierachter staat niets meer.<br /></span></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />nee, er staat echt niets<br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />ik zei het toch... <span style="font-family: verdana; font-size: x-large;"><b>NIETS</b></span><br /><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-73616661879212708642023-10-28T12:32:00.000-07:002023-10-28T12:32:07.179-07:00Duoband Yagi 2m/70cm - DK7ZB 5/8 EL - 19 oktober 2023<p><br />Wat is de reden om een blog te schrijven?<br />Eigenlijk iets waar de meesten tijdens hun schooljaren tegenop zagen: een opstel maken.<br />Ik heb destijds een 4EL DK7ZB gebouwd, maar ik weet niet meer welke. Er zijn namelijk verschillende ontwerpen gepubliceerd. En waarom ik dit bepaald ontwerp gebouwd heb, en geen ander?<br />Om deze 'fout' te vermijden kun je dit in een blog elektronisch noteren, dat zoekt ook gemakkelijker dan in een verzameling losse blaadjes. Ik heb voor dat doel ook schriftjes waar ik soms schemaatjes in opteken.<br /><br />Op de site van DK7ZB zijn enkele ontwerpen van duoband antennes te vinden:<a href="https://www.qsl.net/dk7zb/Duoband/duoband_principles.htm">https://www.qsl.net/dk7zb/Duoband/duoband_principles.htm</a> <br /><br />Het idee was om eventueel de bestaande 4EL te gebruiken, maar doordat niet gekend is welke precies, werd besloten om iets groter te gaan, en de 5+8 versie te bouwen.<br /><a href="https://www.qsl.net/dk7zb/Duoband/5+8_2m-70cm.htm">https://www.qsl.net/dk7zb/Duoband/5+8_2m-70cm.htm</a> <br />De iets kleinere 4+5 heeft ook een slechte voor-achterverhouding, en is tamelijk smalbandig.<br /><br />In het kort de specs:<br />Merk op dat ondanks de 8 elementen voor 70cm de winst nauwelijks groter is dan de 5 elementen voor 2m.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9s3cAnb2AZa0ipd_OCNxQp8p4sqspIPjjJohnrYEJ9GnMRBRmkd4g5DEbcHNqA5TD8Whv077J3_-pAOSq-jf4C3yZ5Wk1Z3j-kRP6NfgWNuh5gOBDBEStvIX5blqnVhGzV6MVwu5CnKuLNE9Ft82jx5N_Tc_Jq8ALE2lg1Ijjwh8eo1SJV6kZtSjCLJ8/s990/specs.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="990" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9s3cAnb2AZa0ipd_OCNxQp8p4sqspIPjjJohnrYEJ9GnMRBRmkd4g5DEbcHNqA5TD8Whv077J3_-pAOSq-jf4C3yZ5Wk1Z3j-kRP6NfgWNuh5gOBDBEStvIX5blqnVhGzV6MVwu5CnKuLNE9Ft82jx5N_Tc_Jq8ALE2lg1Ijjwh8eo1SJV6kZtSjCLJ8/w640-h208/specs.jpg" width="640" /></a></div><p>Anderen die deze antenne gebouwd hebben:<br />met 3D print: <a href="https://www.thingiverse.com/thing:5328693">https://www.thingiverse.com/thing:5328693</a><br />een pdf beschrijving: <a href="https://bergtag.de/pdf/Duoband_Yagi.pdf">https://bergtag.de/pdf/Duoband_Yagi.pdf</a><br />en ook te koop: <a href="https://www.teltad.pl/antena-dual-band-yagi-dk7zb-144430-mhz-58el-150cm-z-tylnym-mocowaniem-p-1806.html">https://www.teltad.pl/antena-dual-band-yagi-dk7zb-144430-mhz-58el-150cm-z-tylnym-mocowaniem-p-1806.html</a><br /><br /><br /><br /><br /><br />Voor de bouw werd gebruik gemaakt van een aantal oude Tonna 9EL antennes waarvan de elementen, de boom en de beugel konden hergebruikt worden. <br />De afmetingen werden genoteerd, maar leken niet logisch, en verschillend.<br />De dipoolbevestiging is meestal compleet verbrokkeld en dus niet meer als zodanig bruikbaar.<br />Dus eigenlijk waren ze onbruikbaar geworden.<br />Dit waren versies met gesloten dipool en elementen in een holle aluminium schroef. <br /><br />Door beide kanten van de schroef in de lengte door te zagen/schijven en te splijten met een botte steenbeitel kan de schroef destructief verwijderd worden.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXvEB4Z-SYA8T9b26tCIjCf2lMd7oAFMfrmlDky-ivLoD0VogUp8kQx7jzLA13yw1pjg3mXQjGT84dCQNPevIKsARX54M35l48Vhjc2OwOd-6rUFWqbJpwALAfGZO0Pgd-a8_6-BVKEX_PAWY8klSoNxgdHqV5H2YWKNHckasgMo7Pq7pQCXe8htr9GHk/s1920/Tonna_director.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXvEB4Z-SYA8T9b26tCIjCf2lMd7oAFMfrmlDky-ivLoD0VogUp8kQx7jzLA13yw1pjg3mXQjGT84dCQNPevIKsARX54M35l48Vhjc2OwOd-6rUFWqbJpwALAfGZO0Pgd-a8_6-BVKEX_PAWY8klSoNxgdHqV5H2YWKNHckasgMo7Pq7pQCXe8htr9GHk/w640-h480/Tonna_director.jpg" width="640" /></a><br /><br /><br />Er is meestal wat opblinkwerk nodig aan de elementen, dit werd in een boormachine gedaan als een soort primitieve draaibank en schuurpapier.<br /><br />Een interessante link met de meeste handleidingen van Tonna antennes: <br /><a href="http://f6kcz.free.fr/">http://f6kcz.free.fr/</a> en kies links 'pages techniques' en daarna 'antennes'.<br />Meestal staan geen afmetingen vermeld, bij de 9EL 2m staan enkele handgeschreven afmetingen die niet overeenkwamen met de antennes die ik had. Nog een reden voor sloop.<br /><br />Bij Tonna werden de elementen door, of op de boom gemonteerd.<br />Bij alle DK7ZBantennes moeten de elementen geïsoleerd opgesteld worden.<br />Daarvoor werden houders gemaakt uit grijze kunsstofplaat van 10mm dik waarvan stukjes van 10x10 gezaagd werden.<br />Hieronder een tekening (Sketchup8).<br />De elementhouder wordt met 2 M4 schroeven op de boom vastgezet.<br />Het element wordt geklemd met de ene bevestigingsschroef.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOLEeV3kJilE-HebxIz3OlFuXrNF9k_6wee_4D67VZiwCRWvmIE82mNNimHg5ck26-W0J7g2EgqHznkMKw9Sn7-l9gv3uezLViO5W9QcIcYsMyDKtpJUBypAWm3Tpi8uSBWlknKhCRHXHB94xyPvtGE-kNm0_Eqj4DoQ5HGKgUepihoVKJuPad5JzGqH4/s898/elementhouder.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="898" height="468" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOLEeV3kJilE-HebxIz3OlFuXrNF9k_6wee_4D67VZiwCRWvmIE82mNNimHg5ck26-W0J7g2EgqHznkMKw9Sn7-l9gv3uezLViO5W9QcIcYsMyDKtpJUBypAWm3Tpi8uSBWlknKhCRHXHB94xyPvtGE-kNm0_Eqj4DoQ5HGKgUepihoVKJuPad5JzGqH4/w640-h468/elementhouder.jpg" width="640" /></a></div><p><br />Omdat enkele elementen dicht bij elkaar staan werden dubbele elementhouders gemaakt.<br /><br />foto<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidot1yrBNehhJMrYl9R-rzH1e5_sqoAlDD5tWhC1xJCS5-4-EW9ymGuvo_9f2Aia8u_Q3w175VfAZUWGGqseU8XYtODg-YyYRY92Ro1cjsRhZQWs-zAjux8c60Ua-LMVt_XmbF9pLLqq1ToZOfn3vaOZepwdbnpORIaLchxdx80mSnquJwYnicEXU69GU/s1920/elementhouder1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidot1yrBNehhJMrYl9R-rzH1e5_sqoAlDD5tWhC1xJCS5-4-EW9ymGuvo_9f2Aia8u_Q3w175VfAZUWGGqseU8XYtODg-YyYRY92Ro1cjsRhZQWs-zAjux8c60Ua-LMVt_XmbF9pLLqq1ToZOfn3vaOZepwdbnpORIaLchxdx80mSnquJwYnicEXU69GU/w640-h480/elementhouder1.jpg" width="640" /></a><br /><br /><br />Voor het driven element wordt een patroon uitgetekend op een stukje epoxy printmateriaal. Niet te zien op de foto: dit is 2mm dik met een koperlaag van 70u, normaal is dat 1.6mm en 35u. (u = mu = 0.001mm)<br />De stralers worden in een lusterklem vastgezet, en zijn verder nog gesteund door de behuizing. Voordeel is dat je gemakkelijk de lengte kan aanpassen.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbUOjt8XJ76doswDtKa80SxhyphenhyphenBPoMd8zxLbllCic6OUmHwmrUxBKBbu1cIP7g4g3lzFzzHFQa_zMxfPb8GVs5L0c3zKixrpIIXY37jFUH-ix3QlJu2n-PJjy7P6CTyenAoxHWm3-fXxAAiCOQGT-uxp8MkIqj_RjzlpwQNiYXmrrjl_JKkMtLpfAIDBL4/s1920/PCB%20dipool1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbUOjt8XJ76doswDtKa80SxhyphenhyphenBPoMd8zxLbllCic6OUmHwmrUxBKBbu1cIP7g4g3lzFzzHFQa_zMxfPb8GVs5L0c3zKixrpIIXY37jFUH-ix3QlJu2n-PJjy7P6CTyenAoxHWm3-fXxAAiCOQGT-uxp8MkIqj_RjzlpwQNiYXmrrjl_JKkMtLpfAIDBL4/w640-h480/PCB%20dipool1.jpg" width="640" /></a><br /><br /><br /></p>Het bakje dat de dipolen moet beschermen is spatwaterdicht.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCIZVS1JjFHVDchqebtnoAvkOZTuIBLc-vstu1TgDYYX1O3Qpd_X6mhkdSEw4f6tdS9nzundaQt1fVM_pGwoP68ykOeLZ6dmNdMmIx3dn9vgrxfrYbV83PnmzP9dPiFPCMItI5KpkmxC8GZ2FhM4nxm217SKm8A_J-QcoDJETOdj-DPPgCV9JolXFZBBk/s1920/bakje1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCIZVS1JjFHVDchqebtnoAvkOZTuIBLc-vstu1TgDYYX1O3Qpd_X6mhkdSEw4f6tdS9nzundaQt1fVM_pGwoP68ykOeLZ6dmNdMmIx3dn9vgrxfrYbV83PnmzP9dPiFPCMItI5KpkmxC8GZ2FhM4nxm217SKm8A_J-QcoDJETOdj-DPPgCV9JolXFZBBk/w640-h480/bakje1.jpg" width="640" /></a></div><br /><br />Omdat er nogal wat gaatjes in het midden van de boom moeten geboord worden, werd onderstaand tooltje gemaakt. Dit is een scharnierende rechthoek die iets groter is dan de breedte van de boom.<br />Door die passend te maken op de boom ligt het middenste gaatje precies in het midden.<br />De boom 20x20mm is de helft van een 9el Tonna voor 2m.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh99KLaa5gmjVQ-E8WNFFITu5XAkyPLerNJkNzdLA7KLH1qpWBldzgeOX9WZb7nNq5tr9tnCw5g8MWSSzG0MQwiXAgb8PoPXdMdfOYU3D4wztb9HzBf8jeqP69ROAJExhCyqAxsH-eQSMGGTREs1KDMldUnsq6qQhr_Uz8HdZXtKCTO_i3T6nOpMmXhql8/s1920/tooltje.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh99KLaa5gmjVQ-E8WNFFITu5XAkyPLerNJkNzdLA7KLH1qpWBldzgeOX9WZb7nNq5tr9tnCw5g8MWSSzG0MQwiXAgb8PoPXdMdfOYU3D4wztb9HzBf8jeqP69ROAJExhCyqAxsH-eQSMGGTREs1KDMldUnsq6qQhr_Uz8HdZXtKCTO_i3T6nOpMmXhql8/w640-h480/tooltje.jpg" width="640" /></a><br /><br /><br />Hieronder de tabel met de afmetingen en lokatie op de boom van de verschillende elementen.<br />Om vergissingen te vermijden werden ze gelabeld. De elementen voor het 70cm gedeelte hebben een vreemde volgorde of afmeting: ze worden niet altijd korter naarmate ze verder op de boom staan.<br />Wellicht heeft het dichtbijgelegen 2m element daar invloed op.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXv4rlDnYPYa1Ad33_yfph-8qaEpibEcYMPjM_vHT0EIYJuEFjaNnt4UOurW-lxGo0OOypbpB2ylpvp0dsbmzdydb9KTdhYqLH-jxkwQ87NV9fpkKdwO_uSHQBQWjt6D_Omkz7-2pMtSjHl-ozUPgOKdGikZxO_UpmBpdTPCk-fDJZAl8jXhtGJkkZ_XA/s766/afmetingen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="766" data-original-width="493" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXv4rlDnYPYa1Ad33_yfph-8qaEpibEcYMPjM_vHT0EIYJuEFjaNnt4UOurW-lxGo0OOypbpB2ylpvp0dsbmzdydb9KTdhYqLH-jxkwQ87NV9fpkKdwO_uSHQBQWjt6D_Omkz7-2pMtSjHl-ozUPgOKdGikZxO_UpmBpdTPCk-fDJZAl8jXhtGJkkZ_XA/w412-h640/afmetingen.jpg" width="412" /></a><br /><br /><br />De antenne klaar om te testen.<br />Een elementje voor 70cm vlakbij de mastbeugel moet nog geplaatst worden.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLy-2qhYCdQfP_MwGhgjZn4fOGeeDXBPfimfebQPSWRo_Dt-5QFutfpp5_jXJOzIkTXtd9SAixabi54p-4V-AlF7ws7jbOHIoZCON932C-U8tXnk0HQyrtBSuS5roR6LhDm5KgtEX8V9Cc6Vfwr0NrDt0fsKVF0J15KqiwLHia7gkKAZpSXNHbXEMouno/s1920/build_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLy-2qhYCdQfP_MwGhgjZn4fOGeeDXBPfimfebQPSWRo_Dt-5QFutfpp5_jXJOzIkTXtd9SAixabi54p-4V-AlF7ws7jbOHIoZCON932C-U8tXnk0HQyrtBSuS5roR6LhDm5KgtEX8V9Cc6Vfwr0NrDt0fsKVF0J15KqiwLHia7gkKAZpSXNHbXEMouno/w640-h480/build_1.jpg" width="640" /></a><br /><br /><br />Het voedingssysteem met de stroombalun, deze keer aan de binnenkant van een afvoerbuis.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8IrDXTCsYD6l3Ik9wrzRLi3wNnpkAGGuFU_NhqpceRHYds1kyyK2jrCcdqyWTNutMpc4eyXwIewhPU-1asZwHOHoRyLYugytno807-0zp13m8kXJYwI6-SrR1Mn0FrRzxETF2mrv7-yeb8Mxrs_2Colew4wvouM0frp7wfYnXc6ht5qVLUlpx2sbBI3c/s1920/build_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8IrDXTCsYD6l3Ik9wrzRLi3wNnpkAGGuFU_NhqpceRHYds1kyyK2jrCcdqyWTNutMpc4eyXwIewhPU-1asZwHOHoRyLYugytno807-0zp13m8kXJYwI6-SrR1Mn0FrRzxETF2mrv7-yeb8Mxrs_2Colew4wvouM0frp7wfYnXc6ht5qVLUlpx2sbBI3c/w640-h480/build_2.jpg" width="640" /></a><br /><br /><br />Detail van de dipoolmontage voor 2m en de sleeve director voor 70cm.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNo3G3kC3R0jEyCWYPmUGUkO1Kqiq45Xac40HyglG1sl-En9P6DPWlEuWrBrA9rdCMn0sp4giDMwa8KOUVNO8EK1zTFl874Jga4SE8hHaWGH6IJa9Y2mQCdZc0rHvdbQl9CtVm7tUA_kyrlTt8J68OqSAVqltu9Cha-nmJEkoSn0O03SAnqtqIvL4gYDo/s1920/build_3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNo3G3kC3R0jEyCWYPmUGUkO1Kqiq45Xac40HyglG1sl-En9P6DPWlEuWrBrA9rdCMn0sp4giDMwa8KOUVNO8EK1zTFl874Jga4SE8hHaWGH6IJa9Y2mQCdZc0rHvdbQl9CtVm7tUA_kyrlTt8J68OqSAVqltu9Cha-nmJEkoSn0O03SAnqtqIvL4gYDo/w640-h480/build_3.jpg" width="640" /></a><br /><br /><br />De eerste plots:<br />Het 2m gedeelte zit goed, 70cm zit véél te laag<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDiCqOyqC6gZFhg3HdiBK6EWf_nNjPIfl_XFMIPKxfDWHwoE5oN6Om8EeW1s67e2wjk2rmsKBSyQpcC5jpIL-E_Vwx0CzIMBuD5grbMRFMmdXbU9KAj0jjw45RdV0iJ5Mvys46tX_MyEOaynE-XGv8CbC-5vASLpG4BJVf0LXkw4hyXiozaXBft1v1QEU/s1920/VNA_all_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1458" data-original-width="1920" height="486" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDiCqOyqC6gZFhg3HdiBK6EWf_nNjPIfl_XFMIPKxfDWHwoE5oN6Om8EeW1s67e2wjk2rmsKBSyQpcC5jpIL-E_Vwx0CzIMBuD5grbMRFMmdXbU9KAj0jjw45RdV0iJ5Mvys46tX_MyEOaynE-XGv8CbC-5vASLpG4BJVf0LXkw4hyXiozaXBft1v1QEU/w640-h486/VNA_all_1.jpg" width="640" /></a><br /><br />Detail 2m, op 144.6MHz met een aanpassing van bijna 40dB, prima<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipkHCqqcIpUsLG7Wxa_YBy1oxg1hsO-Z8Bn8p9zMxlbH14iq5tyDvMe9XYA2SOPqDuL6HdHblu1ZtiHy69RyK8VAROFVY65mowKWC1QUuijEtLgGnffn2qvHh6fep81UqezF6jGfQ7l_RG8Z3CpQb7IQnmUEEmvWed0t_lLT4KHh5DB79XW1PUpoRuhA4/s1920/VNA_144_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1421" data-original-width="1920" height="474" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipkHCqqcIpUsLG7Wxa_YBy1oxg1hsO-Z8Bn8p9zMxlbH14iq5tyDvMe9XYA2SOPqDuL6HdHblu1ZtiHy69RyK8VAROFVY65mowKWC1QUuijEtLgGnffn2qvHh6fep81UqezF6jGfQ7l_RG8Z3CpQb7IQnmUEEmvWed0t_lLT4KHh5DB79XW1PUpoRuhA4/w640-h474/VNA_144_1.jpg" width="640" /></a><br /><br /><br />Detail 70cm: de beste aanpassing zit véél te laag op 424MHz.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQUpbodfVyy_pJQP23_BddLn3bsURhr4p2EPhrBWBvD3GLGkZwSgn7i_6h3tkz8aG9etvQpQud8_pZ88eLTGoX_dmkXD7vrBTsNGTBoYXCYVYlnN_yMTxpAshETIpznleGXn-OLvdZtK6gfxczpJdsqkXmqg5OhNsLVuYBtDuZx974o_7puKMrudyeKSw/s1920/VNA_432_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1417" data-original-width="1920" height="472" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQUpbodfVyy_pJQP23_BddLn3bsURhr4p2EPhrBWBvD3GLGkZwSgn7i_6h3tkz8aG9etvQpQud8_pZ88eLTGoX_dmkXD7vrBTsNGTBoYXCYVYlnN_yMTxpAshETIpznleGXn-OLvdZtK6gfxczpJdsqkXmqg5OhNsLVuYBtDuZx974o_7puKMrudyeKSw/w640-h472/VNA_432_1.jpg" width="640" /></a><br /><br />Er werd vermoed dat het plastieken bakje invloed heeft, en de metingen werden uitgevoerd met het printje los op de boom gemonteerd. Immers, op alle foto's van de DK7ZB antennes is de straler voor 70cm buiten gemonteerd.<br /><br />Dit bakje bleek uiteindelijk niet heel veel invloed te hebben, wel de afstand tussen 2m dipool en sleeve director voor 70cm. Op de foto hieronder is te zien dat het sleev-element enkele millimeter richting 2m dipool werd verplaatst.<br />Ook de voedingskabel werd dit aangepast.-+<br />De stroomspoel werd in het bakje geplaatst, en op het einde een vrouwelijke N-connector op een aluminium beugel zodat die via de boom ge-aard wordt.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxRuHFZDjMzKvOpk9606tIHDdTZqup5I2IHSaxWiaQrfAjwW3LwJU2o52u2kOPSfc6lGTc5RT9ehAOe5YoXVN5bs517-WR3HykgCCxXzYEFpM9yq8ICQhwcxhpxjXXt0fjfMhJqh180rdyr5H0kBMxsfhbaDgceWJILuJ79Rzn-9lmYK281hfFtBZuU58/s1920/newfeed.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1025" data-original-width="1920" height="342" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxRuHFZDjMzKvOpk9606tIHDdTZqup5I2IHSaxWiaQrfAjwW3LwJU2o52u2kOPSfc6lGTc5RT9ehAOe5YoXVN5bs517-WR3HykgCCxXzYEFpM9yq8ICQhwcxhpxjXXt0fjfMhJqh180rdyr5H0kBMxsfhbaDgceWJILuJ79Rzn-9lmYK281hfFtBZuU58/w640-h342/newfeed.jpg" width="640" /></a></div><br /><br />De metingen werden gedaan met de Nano-VNA V2 met een gekalibreerde kabel.<br />De software voor PC verbinding is nanovna QT.<br /><br />Er werden ook metingen gedaan binnen (vanwege de regen), op een testmast, en op een uitschuifmastje.<br />Enkel de metingen buiten worden getoond. Antennehoogte is ongeveer 9m.<br /><br />Zoals de engelsen zeggen: 'the proof of the pudding is the eating'.<br />De antenne werd, voor 70cm, vergeleken met een stokoude 19EL Tonna voor 70cm, en met enkel het eerste deel daarvan, dus een 8 of 9 elements dan. De resultaten waren zoals verwacht, geen grote verschillen of afwijkingen. Gebruikte frequentie was 432.500MHz. Boven in de band op 438.500MHz was geen verschil merkbaar.<br /><br /><br />De 19 elements Tonna referentie antenne, op de testmast. Zoals je kan zien zit die te laag. Ondanks dit heb ik met deze antenne veel ATV verbindingen gemaakt.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhusoANb5c0GF1DiPrI-wwOUNFPo93aUgLIo3L9g6BoNi7ut0BuxSFFuKXapx_K2dRoqj6unTvpTJbUi2hAxuEf7p2APjkbvAne7uwLYy0u08BW4dZzH7mTfne-wd_xZZIQTyUO_yEsPSv_la5OOHCOSQX65FwpgFJB9-N9_FYtIgSLT8wE8xo0CwJjpRs/s1680/Tonna%2019el%2070cm%20aan%20testmast%20tegel%2027%20okt%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="990" data-original-width="1680" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhusoANb5c0GF1DiPrI-wwOUNFPo93aUgLIo3L9g6BoNi7ut0BuxSFFuKXapx_K2dRoqj6unTvpTJbUi2hAxuEf7p2APjkbvAne7uwLYy0u08BW4dZzH7mTfne-wd_xZZIQTyUO_yEsPSv_la5OOHCOSQX65FwpgFJB9-N9_FYtIgSLT8wE8xo0CwJjpRs/w640-h378/Tonna%2019el%2070cm%20aan%20testmast%20tegel%2027%20okt%202023.jpg" width="640" /></a><br /><br /><br />De DK7ZB antenne op 2m, sweep van 135 tot 155MHz. Doelfrequentie is 144.300MHz.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQhSuEu9j1N_2KDG0BPm6W6mnjeWg6_z13COOwVgfV-wPpRruP0W3AOIWvlDgLHhrgWzXSCPt9P-eLZc43z_5bWoCzDTtDh9bYPmNZsrylYUCIpfisKX2u4FWAeJLagsNlvZgEsvFYFaK8gcB1_LTWpzYnaFQ8ZG4j4yMOEX2L3XpLfsKp-NsiI30dj1A/s1680/DK7ZB%202m%20houtmast%20large%2027%20okt%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="990" data-original-width="1680" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQhSuEu9j1N_2KDG0BPm6W6mnjeWg6_z13COOwVgfV-wPpRruP0W3AOIWvlDgLHhrgWzXSCPt9P-eLZc43z_5bWoCzDTtDh9bYPmNZsrylYUCIpfisKX2u4FWAeJLagsNlvZgEsvFYFaK8gcB1_LTWpzYnaFQ8ZG4j4yMOEX2L3XpLfsKp-NsiI30dj1A/w640-h378/DK7ZB%202m%20houtmast%20large%2027%20okt%202023.jpg" width="640" /></a><br /><br />Nu met sweep tussen 142 en 148 MHz. Merk op dat vooral in het Smith diagram de waarden anders zijn. Waarschijnlijk is deze metingen gedaan met een verkeerde kalibratiewaarde.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7I1upaModfFYlvO4AmBBGzoZMd-xffj_NGeS6e7asZeJyehyG4JhwnzDigTZXNSuAgzDzHMT4jrAFCQBVz0MOSK9s95e53zGkjRy2udkfcVl_ZvE5F0UnyPrwAWVN1v5R15or9JUHdfnKrgCdZf7x5NquHTzgBgrxn8AZxzG5H9jsd5q-24hDasgVvUg/s1680/DK7ZB%202m%20houtmast%20small%2027%20okt%202023.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="988" data-original-width="1680" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7I1upaModfFYlvO4AmBBGzoZMd-xffj_NGeS6e7asZeJyehyG4JhwnzDigTZXNSuAgzDzHMT4jrAFCQBVz0MOSK9s95e53zGkjRy2udkfcVl_ZvE5F0UnyPrwAWVN1v5R15or9JUHdfnKrgCdZf7x5NquHTzgBgrxn8AZxzG5H9jsd5q-24hDasgVvUg/w640-h376/DK7ZB%202m%20houtmast%20small%2027%20okt%202023.jpg" width="640" /></a></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Een sweep tussen 420 en 460MHz van het 70cm gedeelte. Doelfrequentie is 432.200MHz.<br />Merk de krulletjes op in het Smith diagram. Dit zou niet mogen...<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi78xGezcH7PO0zC526E_ozuOaIfXX3xNL-Ziib-HVBjX0HqrJow4_SXCHi5G0cMd8BQCMpYuu6Q_MkbMN6lQEp8feOMYrfiVkAUT1gUHwzBHWzmqrRtmlgCYb65ZQnYHsBw5Jd8CezuBwtdvo9rizzqdZ-Vc2FMRfVvTt2nlgs2v4wHhg48SGMEaLQ6bM/s1680/DK7ZB%20houtmast%20large%2027%20okt%202023.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="990" data-original-width="1680" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi78xGezcH7PO0zC526E_ozuOaIfXX3xNL-Ziib-HVBjX0HqrJow4_SXCHi5G0cMd8BQCMpYuu6Q_MkbMN6lQEp8feOMYrfiVkAUT1gUHwzBHWzmqrRtmlgCYb65ZQnYHsBw5Jd8CezuBwtdvo9rizzqdZ-Vc2FMRfVvTt2nlgs2v4wHhg48SGMEaLQ6bM/w640-h378/DK7ZB%20houtmast%20large%2027%20okt%202023.jpg" width="640" /></a><p><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />En een smallere sweep tussen 425 en 445MHz.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXoyUv67-EFEoxSbODNfF0-VPTdxJ3LywL55LxxRTyZhASWBw9YQ0AhgcFbQOj4UBuDakk_4YRMB5AB0AGzg3YRYjaoPM2lBQMj1C0chDC4CQqRgPPXay6PIfT55uNLKDQP0sm4-8dNrYV6czrEZLLFbyp1gIbxRW30w9GcNqaEyNL9EanLt9dLlLK14Y/s1680/DK7ZB%20houtmast%20small%2027%20okt%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="990" data-original-width="1680" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXoyUv67-EFEoxSbODNfF0-VPTdxJ3LywL55LxxRTyZhASWBw9YQ0AhgcFbQOj4UBuDakk_4YRMB5AB0AGzg3YRYjaoPM2lBQMj1C0chDC4CQqRgPPXay6PIfT55uNLKDQP0sm4-8dNrYV6czrEZLLFbyp1gIbxRW30w9GcNqaEyNL9EanLt9dLlLK14Y/w640-h378/DK7ZB%20houtmast%20small%2027%20okt%202023.jpg" width="640" /></a><br /><br /><br />Tot slot een sweep tussen 100 en 500MHz.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2sFq4kccdZIB6Sr8xi0_3Bz2MSPyXDBSnREFM4XRw6fnQPWC55lSHdv5ssBYRylAeGCJh8kaHH-VLKQ9TkByYs2T2XLyNhLPbZMqRfKDFNiDtBq8NIkhipiqV2Y6kG9uTwo257EX7YgJq4ga-YiZhN74XzUw8PCCmZ-ROSGtHKR9hLwJqWplSx0XALTs/s1680/DK7ZB%20all%20houtmast%2027%20okt%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="990" data-original-width="1680" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2sFq4kccdZIB6Sr8xi0_3Bz2MSPyXDBSnREFM4XRw6fnQPWC55lSHdv5ssBYRylAeGCJh8kaHH-VLKQ9TkByYs2T2XLyNhLPbZMqRfKDFNiDtBq8NIkhipiqV2Y6kG9uTwo257EX7YgJq4ga-YiZhN74XzUw8PCCmZ-ROSGtHKR9hLwJqWplSx0XALTs/w640-h378/DK7ZB%20all%20houtmast%2027%20okt%202023.jpg" width="640" /></a><br /><br /><br />Conclusie:<br /><br />Eerst dit: een aanpassing van 10dB komt overeen met een SWR van 2. <br />Alles wat beter is dan dit is - voor mij althans - aanvaardbaar. <br /><br />Voor 2 meter zit de antenne precies op frequentie met een aanpassing van bijna 20dB.<br />Op 70cm op de doelfrequentie is de aanpassing eveneens 20dB. Helemaal boven in de band is de SWR net geen 2.<br /><br />De metingen zullen worden overgedaan vermits de 'krulletjes' duiden op een fout, mogelijk in het gedeelte tussen N-connector en dipool.<br /><br />Wordt dus later heel waarschijnlijk nog vervolgd.<br />Bedankt voor het lezen.<br /><br />Nog een foto van de opstelling<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRf2nACNTomVAii_bKl74jrlfd3nGeNKNy9S_NbgwD7uddUzWNjAxIetdN0TL2Fa_731y_AIMowjLIBeTdg8KnPpbzTdsh1124fwuPAe_8mRSK0-nYHaPDy56j8dLBmiPsW97MmRXsSkemeh1aCfMVr98wORF4aapfWJz6Am-xp1yAthWujINa5ADRhDg/s1920/opstelling%20buiten.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRf2nACNTomVAii_bKl74jrlfd3nGeNKNy9S_NbgwD7uddUzWNjAxIetdN0TL2Fa_731y_AIMowjLIBeTdg8KnPpbzTdsh1124fwuPAe_8mRSK0-nYHaPDy56j8dLBmiPsW97MmRXsSkemeh1aCfMVr98wORF4aapfWJz6Am-xp1yAthWujINa5ADRhDg/w640-h480/opstelling%20buiten.jpg" width="640" /></a></p><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-40865414160375878862023-10-13T03:29:00.000-07:002023-10-13T03:29:01.255-07:00Kenwood TR751 TR851 - nabouw en inbouw CTCSS - 6 okt 2023<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4g_1QM-f_niHQxZsnr10gltnHFCHgM9U8bSjvL0zN377hNjTgAxl_uwahT6tH8fQvYaHmY3VUfQfRY8a1gOoy2bxAcg9FEczpyYr5IG4yCCBJ6Ihqcg86AC878hMGXUSDTmXvk5X_Dr52JP9-rW-5tQZmlWNAm2hHVC0Y6hBl5goi_F8GegIZzo5kLYg/s800/kenwood-tu-7-pl-tone-board-tm-3530a-tm-2550a-tr-751a-tm-2530a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="533" data-original-width="800" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4g_1QM-f_niHQxZsnr10gltnHFCHgM9U8bSjvL0zN377hNjTgAxl_uwahT6tH8fQvYaHmY3VUfQfRY8a1gOoy2bxAcg9FEczpyYr5IG4yCCBJ6Ihqcg86AC878hMGXUSDTmXvk5X_Dr52JP9-rW-5tQZmlWNAm2hHVC0Y6hBl5goi_F8GegIZzo5kLYg/w640-h426/kenwood-tu-7-pl-tone-board-tm-3530a-tm-2550a-tr-751a-tm-2530a.jpg" width="640" /></a></div><br /><p><br />De bedoeling is om de TR851E te voorzien van CTCSS zodat de repeaters op 70cm kunnen gebruikt worden.<br />CTCSS encoding is met deze transceiver enkel mogelijk na inbouw van de optionele TU7 CTCSS module zoals hierboven afgebeeld. CTCSS decode of tonesquelch is hiermee NIET mogelijk.<br />Deze module is niet meer leverbaar, er worden wel vervangers aangeboden die niet helemaal compatibel zijn; meestal zijn slechts enkele CTCSS tonen instelbaar met jumpers.<br /><br />Zo op het eerste zicht een werkje dat in een mum van tijd geklaard is. Tijdens het schrijven van deze blog bleek het heel wat meer werk met zich mee te brengen.<br /><br />Kenwood doet gelukkig niet geheimzinnig over die module, het schema en de print staan gewoon in de servicemanual.<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifK5tXaINn-yeMjfQu0Fj3RRdk4OACn-S0rToYEyNAg9Jtj43WHfS_VCRjw-T5UsWHYOpbG8YMvxSNcEe_hDxO8zYiaZSSlBXsu95qdeIiC6vKVaAIAnAMyEoUKn36GD_zw5iaaZGWyM3l8E9Fo7iMkDn98GH4GhlweiRgVWmLBq3Ehrg9JoMNXofUAsU/s1456/schema%20CTCSS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="782" data-original-width="1456" height="344" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifK5tXaINn-yeMjfQu0Fj3RRdk4OACn-S0rToYEyNAg9Jtj43WHfS_VCRjw-T5UsWHYOpbG8YMvxSNcEe_hDxO8zYiaZSSlBXsu95qdeIiC6vKVaAIAnAMyEoUKn36GD_zw5iaaZGWyM3l8E9Fo7iMkDn98GH4GhlweiRgVWmLBq3Ehrg9JoMNXofUAsU/w640-h344/schema%20CTCSS.jpg" width="640" /></a></div><p>Beide IC's zijn nog te koop op Ebay, dus de originele schakeling kan ook nagebouwd worden.<br />IC1, een S7116A van Seiko is de CTCSS generator. De CTCSS toon kan parallel ingesteld worden via de pinnen P1 tem. P6.<br />IC2 is een schuifregister dat vanuit het controlboard aangestuurd wordt met CLOCK, DATA, LOAD lijnen en die de pinnen van de Seiko aanstuurt.<br /><br />Hoe weet de transceiver dat een CTCSS module geplaatst werd?<br />Want de bediening gebeurt met de 'tone' knop. <br />Zonder CTCSS geeft deze knop de bekende 1750Hz, en aktiveert meteen de zender.<br /><br />De 1750Hz wordt gemaakt met IC6, het meest bekende IC ooit gemaakt, de NE555.<br />Het audio daarvan, in rood aangeduid, staat parallel met het audio van de CTCSS module.<br />De groene lijn schakelt de reset van de 555.<br /><br />De pinnen op de CTCSS module zijn allemaal ingangen.<br /><br />Merk op de figuur hieronder de eerste aanwijzing: TU7 is voor de TR751A only.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja3zr2SxWZ3XBLEwxhQ6iryykcx5tAIsAUWu9ba7lTE1tC5ExiNX3HxYFQvKVsP2SmYOnh85ibNoeH_ks9yyrcMViMod5U8_d1OxW1hscetR1fi5Ys497hiq1IJqlOB2b8Iwko-7QhOcUL3KS34s3Vl2PbyFeGkxOMw5GC2AQI8P3LzuwAdM1IT4hzj6w/s1506/schema%20CTCSS_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="828" data-original-width="1506" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja3zr2SxWZ3XBLEwxhQ6iryykcx5tAIsAUWu9ba7lTE1tC5ExiNX3HxYFQvKVsP2SmYOnh85ibNoeH_ks9yyrcMViMod5U8_d1OxW1hscetR1fi5Ys497hiq1IJqlOB2b8Iwko-7QhOcUL3KS34s3Vl2PbyFeGkxOMw5GC2AQI8P3LzuwAdM1IT4hzj6w/w640-h352/schema%20CTCSS_2.jpg" width="640" /></a></div><br /><br />De datasheet van de S7116A geeft een mogelijkheid: Pin 3 (CE2/ 'invers') is voorzien van een pullupweerstand. Deze pin heet in de transceiver 'ME' wat staat voor 'Modem Enable'.<br />Dit is de blauwe lijn.<br />Er kon echter geen duidelijk laag niveau gevonden worden waardoor deze pin onderscheidt maakt tussen een al dan niet aanwezige module. Voorgaande uitleg is twijfelachtig, zie verder.<br /><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAutaCdG8eraFr-DG1dtq94tcnQpnkLrOwuRO7YM_ewKB09b5w0mwVv1-2k4vAbsVnH7GWh0T_0TpZQi6WYtpbFT-WjYmSau2qt4j9BYTG-4Qj86HwYBc6eVrEM_v_GthXWNzaSgapkdR2pJQHlS6cR1ttC7jLT3JhiHjFfnDqC2CJ98NwnuR1VKPdPA8/s606/schema%20CTCSS_3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="390" data-original-width="606" height="412" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAutaCdG8eraFr-DG1dtq94tcnQpnkLrOwuRO7YM_ewKB09b5w0mwVv1-2k4vAbsVnH7GWh0T_0TpZQi6WYtpbFT-WjYmSau2qt4j9BYTG-4Qj86HwYBc6eVrEM_v_GthXWNzaSgapkdR2pJQHlS6cR1ttC7jLT3JhiHjFfnDqC2CJ98NwnuR1VKPdPA8/w640-h412/schema%20CTCSS_3.jpg" width="640" /></a><br /><br /><br />Zie de opmerking hierboven: TU7 is voor de TR751A only.<br />Dergelijke opmerking staat NIET op het schema van de TR851.<br /><br />Bij de TR751 staat deze tabel:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrq6qDBWJ3PV-liyUM9x3W6Tpy_UysxPE568SAA7jL44r3gU0jBGW9kDpHEOEev9qfGXIr7ut5klc-w1GYbm8CP_SZ6Tai0nsQkGJkcso4J9MTWKyjDDTQNa1mnHxqqkcYEaqI7K1VtCqqf6VYqe8wX3-A4ywM7MTqdysLdMmaPPCb2TfTYrhdznNqpdA/s667/diodes%20TR751.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="171" data-original-width="667" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrq6qDBWJ3PV-liyUM9x3W6Tpy_UysxPE568SAA7jL44r3gU0jBGW9kDpHEOEev9qfGXIr7ut5klc-w1GYbm8CP_SZ6Tai0nsQkGJkcso4J9MTWKyjDDTQNa1mnHxqqkcYEaqI7K1VtCqqf6VYqe8wX3-A4ywM7MTqdysLdMmaPPCb2TfTYrhdznNqpdA/w640-h164/diodes%20TR751.jpg" width="640" /></a></div><p>En na wat knip- en plakwerk van het matige schema kon deze juist leesbare tabel voor de TR851 gemaakt worden<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVc0-yqcjvUJygv5g-3HrgTGR866pEBYfcKO1kohv7GlIWaNy4oqtf5JRfHvY2iMJK_qf8E4qUHyRz2NT-ZJ10wB84knyqVTA1YGmfklUKWIRRSCB20iSKtoNI2moa3kzO1S7hZYa8dvTjfY0HT_XBytMRgAc8fdMO9fDULxG45thDqAR8NjofOatarOM/s1186/diodes%20TR851.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="413" data-original-width="1186" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVc0-yqcjvUJygv5g-3HrgTGR866pEBYfcKO1kohv7GlIWaNy4oqtf5JRfHvY2iMJK_qf8E4qUHyRz2NT-ZJ10wB84knyqVTA1YGmfklUKWIRRSCB20iSKtoNI2moa3kzO1S7hZYa8dvTjfY0HT_XBytMRgAc8fdMO9fDULxG45thDqAR8NjofOatarOM/w640-h222/diodes%20TR851.jpg" width="640" /></a></div><p><br />ALLE service manuals op het internet zijn afkomstig van dezelfde bron, en van slechte kwaliteit.<br />Uiteindelijk werd in een user manual (<a href="https://www.manualslib.com/download/1006347/Kenwood-Tr-851a.html">https://www.manualslib.com/download/1006347/Kenwood-Tr-851a.html</a>) een bruikbaar schema gevonden. Dit is een prachtige site waar ik heel veel terecht kom, en zonder gedoe bruikbaar is.<br /><br />De uitleg hierboven over hoe de CTCSS module herkent wordt is dus niet correct.<br />Nadere bestudering van het schema maakt één en ander duidelijk, en geeft de verschillen aan tussen de Amerikaanse en Europese versie.<br />De 'E' versie moet dus omgebouwd worden naar de 'A' versie om CTCSS te kunnen gebruiken.<br />Een rare beslissing voor de TR851 bij Kenwood, en zo zijn er nog meer 'features' die enkel bij dit toestel gebruikt zijn, en later niet meer. Hier het DCL (Digital Channel Link) systeem met meerdere pagina's uitleg in de usermanual, en de nood aan de modem-unit. Het praktisch nut van DCL is quasi nihil tenzij het tegenstation dezelfde transceiver met modemunit gebruikt.<br /><br />Nog zo'n rare Kenwood gedachtenkronkel... de repeatershift<br />Bij ombouw naar de 'A' versie heb je dan onbruikbare shiften.<br />En waarom wordt de Europese shift anders aangeduid? Met D-A en D-B?<br />Tenzij één of meerdere diodes hiervoor verantwoordelijk zijn.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsJMrg1m20RIJ-1MkIN4feVuL_0xtwXCLWPKxL8KJejasWUuySZUcyFuTN4MR9DWtYTnJ2oWgOZRoSdFKoIGiMOPgS-8bfndWEOKFJjc8la3vZ55_UcshiK3ocOMibSNY-y7jgI09gh2jdjuALWQ5hpCWTUL-jGOS9Y0DJINjR7CKnZxY3G6kQpoC5LYA/s541/shifts.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="490" data-original-width="541" height="363" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsJMrg1m20RIJ-1MkIN4feVuL_0xtwXCLWPKxL8KJejasWUuySZUcyFuTN4MR9DWtYTnJ2oWgOZRoSdFKoIGiMOPgS-8bfndWEOKFJjc8la3vZ55_UcshiK3ocOMibSNY-y7jgI09gh2jdjuALWQ5hpCWTUL-jGOS9Y0DJINjR7CKnZxY3G6kQpoC5LYA/w400-h363/shifts.jpg" width="400" /></a></div>Hieronder een duidelijker tabel met de diodes per versie - verschil 'E' en 'UK' versie in groen<br />De vakjes H en J7 zijn puur hardware en hebben te maken met de lengte van de 1750Hz, waar bij de UK versie een korte 1750Hz toneburst (+-1sec.) aan het begin van de uitzending komt. Een soort van vroege CTCSS eigenlijk.<br />D4 en D5 zorgen dus bij aanwezigheid de mogelijkheid voor 1.6 of 7.6MHz shift, enkel negatief.<br />Wat er bedoeld wordt met D-A en D-B is niet duidelijk en onlogisch.<br />In latere toestellen werd dit elegant opgelost met +, - of -- op het display.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjozw4aTuxwv4tkrfnN2qqpt1bvUTMv5eYqbDN4DVlSnqSf4RwSWIeo1ANM3BbsRZGxNwwhRv12ohQZNnkYhCvxpxyOp8VBXhkDL1wqvjupNQnGhJJUxKxLpI4kIzNjpkB0xLzcLg_1pbLhO0YyRENFttQzQaG1TjhV4F9g9ngN5pNe_hj1PrQch8Bg9rg/s770/diodes%20TR851_goed.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="245" data-original-width="770" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjozw4aTuxwv4tkrfnN2qqpt1bvUTMv5eYqbDN4DVlSnqSf4RwSWIeo1ANM3BbsRZGxNwwhRv12ohQZNnkYhCvxpxyOp8VBXhkDL1wqvjupNQnGhJJUxKxLpI4kIzNjpkB0xLzcLg_1pbLhO0YyRENFttQzQaG1TjhV4F9g9ngN5pNe_hj1PrQch8Bg9rg/w640-h204/diodes%20TR851_goed.jpg" width="640" /></a></div><p>Wat de andere diodes precies doen is alsnog onduidelijk. Het is de bedoeling om de E versie om te bouwen naar de A versie met CTCSS, maar met behoud van 'E' repeatershift.<br /><br /><br /><br /><br /><br />Op onderstaand schema werd in groen aangeduid wat voor de 'A' versie moet aanwezig zijn, in rood wat er weg mag. Dit verklaart meteen de afwezigheid van de CTCSS connector bij de 'E' versie.<br /><br /></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtcExEKfj6K5VPW6XDBh9tFM_KD4NPDuXcryUjRpQfOlnO8Kg8V9PkH7fzTUsmPyzlKm8UZmRWp686YjyjTF5uHVX1d3-kReA94E3ERq-3Hr3e1E1xwURsLyolC6Zdr17gOpGbm64U8u7VnvEEtSgAdEorq3ic-A8qxa9d_HRH7BOclrBWClmCvQ34qbc/s1595/schema%20CTCSS_5.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="880" data-original-width="1595" height="354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtcExEKfj6K5VPW6XDBh9tFM_KD4NPDuXcryUjRpQfOlnO8Kg8V9PkH7fzTUsmPyzlKm8UZmRWp686YjyjTF5uHVX1d3-kReA94E3ERq-3Hr3e1E1xwURsLyolC6Zdr17gOpGbm64U8u7VnvEEtSgAdEorq3ic-A8qxa9d_HRH7BOclrBWClmCvQ34qbc/w640-h354/schema%20CTCSS_5.jpg" width="640" /></a></div><br /><br />Op de PCB zelf<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu6a678-Cq2HazfveWjlnYKkpACJP0XjK3C8NkZBnxvcN_fkDJR5oW5Eta9-WeDo6lWm9QndkEBUk_U6uc5nv9vRqP0EPKcvAedH7t6GqaVaKA_m1fRq50-dz1ok7SQDt7E7K44YdgZZFXMSJHN8ZwQUdZ4RUAplGfFLeu4kq0SMjfmnHi8xWX4S82jrA/s1779/schema%20CTCSS_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="943" data-original-width="1779" height="340" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu6a678-Cq2HazfveWjlnYKkpACJP0XjK3C8NkZBnxvcN_fkDJR5oW5Eta9-WeDo6lWm9QndkEBUk_U6uc5nv9vRqP0EPKcvAedH7t6GqaVaKA_m1fRq50-dz1ok7SQDt7E7K44YdgZZFXMSJHN8ZwQUdZ4RUAplGfFLeu4kq0SMjfmnHi8xWX4S82jrA/w640-h340/schema%20CTCSS_6.jpg" width="640" /></a><br /><br />Het controlboard van de TR851E, de diodes zoals in de E versie<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEv14x21RBsVzsARMuZ3VfiQT5L1oHTEPjn_fcGkmiAM7zFORDsug3YSW0iG76Mouetaof0DgKARLnaS5WI_EzcnFCNT33GWwT81JCrSMxqfDs6zAcrNcm1lumwAyUiuyaKv2Mvq9P4un8BQNJNokHZj9Ilxv0G6rEp_1SY4_8u84-GidrxtbxIOKREns/s1669/P1180553a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1252" data-original-width="1669" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEv14x21RBsVzsARMuZ3VfiQT5L1oHTEPjn_fcGkmiAM7zFORDsug3YSW0iG76Mouetaof0DgKARLnaS5WI_EzcnFCNT33GWwT81JCrSMxqfDs6zAcrNcm1lumwAyUiuyaKv2Mvq9P4un8BQNJNokHZj9Ilxv0G6rEp_1SY4_8u84-GidrxtbxIOKREns/w640-h480/P1180553a.jpg" width="640" /></a><br /><br />Om gemakkelijk te kunnen bepalen wat de funktie is van iedere diode werd besloten om ze in een voetje te plaatsen. Achteraf bleek de hoogte van de print heel kritisch te zijn: waar de diodes zitten komt de achterkant van de S-meter. Zoals op de foto hieronder kan het front niet meer gemonteerd worden, er is 2mm te weinig plaats. Dus de diodes werden opnieuw gemonteerd zoals origineel.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4arxPAU8RUsRnrwDAP04WiyZHkCUIDi4EFu4vt6b1YsUG70H9l3AjGN9YHWObberJGE4SO762rcIFKgRQLTk21SPTbIIN1GTcHC2Lc1oSusv4i8pW5eXdzzOGN6v_-h_beqQgsur_VE71qA95skNR909qmYyPLWMMksgvoseo7uKiBVXXxxwVXuOlOYE/s1920/diodes%20in%20voet.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1339" data-original-width="1920" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4arxPAU8RUsRnrwDAP04WiyZHkCUIDi4EFu4vt6b1YsUG70H9l3AjGN9YHWObberJGE4SO762rcIFKgRQLTk21SPTbIIN1GTcHC2Lc1oSusv4i8pW5eXdzzOGN6v_-h_beqQgsur_VE71qA95skNR909qmYyPLWMMksgvoseo7uKiBVXXxxwVXuOlOYE/w640-h446/diodes%20in%20voet.jpg" width="640" /></a></div><br />Er werd een poging ondernomen om de functie van iedere diode te bepalen, maar daar was weinig logica in te vinden. Ook door een vergissing mijnentwege, en de opzet van de transceiver zelf.<br /><br />Hier bood de usermanual uitkomst:<br />Het knopje 'tone' bij de E versie zit bij de A versie op het voice knopje.<br />Ik had wel gemerkt dat er iets vreemds gebeurde bij indrukken van tone, maar had niet door dat de transceiver reeds in de A versie stond.<br /><br />Om een lang verhaal kort te maken: blijkbaar is de verwijdering van D30 voldoende om de CTCSS tonemode te activeren. Het is niet nodig om aan de andere diodes iets te veranderen om er een A versie van te maken, die mogen blijven zoals origineel.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwimlyCv_Xfh0pzMIg0_NXKZ99c9i32m22nlrWe2Fac-mNJg6E9Kybp9tAlS6v8s1h07t4dOpUDyI6oSiePd4Cs2z40OPRmOVZGM1iZOrAqjHyxD3h5t1slALSKLY-tWs3v6_FI0Xibq0LmVwPhhsiByMQJxboFniagLu0aH1ngUhw0XG2dek8KLFiLKU/s817/bediening.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="657" data-original-width="817" height="514" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwimlyCv_Xfh0pzMIg0_NXKZ99c9i32m22nlrWe2Fac-mNJg6E9Kybp9tAlS6v8s1h07t4dOpUDyI6oSiePd4Cs2z40OPRmOVZGM1iZOrAqjHyxD3h5t1slALSKLY-tWs3v6_FI0Xibq0LmVwPhhsiByMQJxboFniagLu0aH1ngUhw0XG2dek8KLFiLKU/w640-h514/bediening.jpg" width="640" /></a></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />De onderkant van het controlboard, in de gele rechthoeken waar de audio- en diodemodificatie komt.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Mfioy2AJtPdLLxbGKP3xWSaWkiFEpU4FRcO5gl4KWChbpCzMTaajqaTSyPQSGgUOq5QPnKV1mOMv1s4hiI4JsDyQ7ol6UPDSGyUkSti1Y8STaTPK_O4gtkn1benZIjTK59IKv_ggDUp-QvAXA8Q6pcgghCS75BcZTEgTJPvzQKvz4p7su4D6wdFmHaY/s1929/controlboard%20bot.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="678" data-original-width="1929" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Mfioy2AJtPdLLxbGKP3xWSaWkiFEpU4FRcO5gl4KWChbpCzMTaajqaTSyPQSGgUOq5QPnKV1mOMv1s4hiI4JsDyQ7ol6UPDSGyUkSti1Y8STaTPK_O4gtkn1benZIjTK59IKv_ggDUp-QvAXA8Q6pcgghCS75BcZTEgTJPvzQKvz4p7su4D6wdFmHaY/w640-h224/controlboard%20bot.jpg" width="640" /></a><br /><br /><br />Detail van de wijzigingen rond het audiogedeelte<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxTMxFgx4QObrkwwi9Aq62XrAPoACE580QQ8JC_9PA-ixJu_W44oIG_8aDFRvZt7tRoF03Tt_PPz4lxAICN4frij1PV6bPBPndUBk80RXAY0NvO2Z73x_LWXh1VYxogLO6pcnBkzj4rIsWwI0sUVsOA7nNYoC5HiZtllx8JmJDw0q83W-r95evK04p2gk/s1920/controlboard%20bot%20CTCSS%20audio.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1087" data-original-width="1920" height="362" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxTMxFgx4QObrkwwi9Aq62XrAPoACE580QQ8JC_9PA-ixJu_W44oIG_8aDFRvZt7tRoF03Tt_PPz4lxAICN4frij1PV6bPBPndUBk80RXAY0NvO2Z73x_LWXh1VYxogLO6pcnBkzj4rIsWwI0sUVsOA7nNYoC5HiZtllx8JmJDw0q83W-r95evK04p2gk/w640-h362/controlboard%20bot%20CTCSS%20audio.jpg" width="640" /></a><br /><br />en de andere kant<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGRtsSRiDhUu31zF5ZMLPlgNZp0jNYg22owmrinuJDK-ZWp8oyr-urAlBxNMip4BgX6KdRjWkkS_m-163zME81qujRVdOn07INX01v0wbm7sEB5zyAybNNvmYX4o97-jyG7gIjkMSKuceofrJmZKHjHGWwY5nUOCLgyqTC8YsfDsXMst6s5Qdsl6TyFlE/s1920/controlboard%20top%20CTCSS%20audio.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1189" data-original-width="1920" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGRtsSRiDhUu31zF5ZMLPlgNZp0jNYg22owmrinuJDK-ZWp8oyr-urAlBxNMip4BgX6KdRjWkkS_m-163zME81qujRVdOn07INX01v0wbm7sEB5zyAybNNvmYX4o97-jyG7gIjkMSKuceofrJmZKHjHGWwY5nUOCLgyqTC8YsfDsXMst6s5Qdsl6TyFlE/w640-h396/controlboard%20top%20CTCSS%20audio.jpg" width="640" /></a><br /><br /><br />De audio onderdelen geplaatst. De witte krassen zijn vezeltjes uit het wattenstaafje waarmee de PCB gereinigd werd.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEV1D9lFfw4if8efs-WXLVE83g7vApG-FEi6_roCUoMh4uGXtweRe8lQIar0QNlDWvfwIt__UKXZXrSKjatakWGVGEH3wUvnb9PtVAFNyOnHCFNiEfYOcgWi5ldBMs1ZOHYpGinFOLMSYN05-gvruhSLsg3JttEEIce1DMM94ZdmU7nEvrv0abJK7DwnQ/s1920/controlboard%20bot%20CTCSS%20audio2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1276" data-original-width="1920" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEV1D9lFfw4if8efs-WXLVE83g7vApG-FEi6_roCUoMh4uGXtweRe8lQIar0QNlDWvfwIt__UKXZXrSKjatakWGVGEH3wUvnb9PtVAFNyOnHCFNiEfYOcgWi5ldBMs1ZOHYpGinFOLMSYN05-gvruhSLsg3JttEEIce1DMM94ZdmU7nEvrv0abJK7DwnQ/w640-h426/controlboard%20bot%20CTCSS%20audio2.jpg" width="640" /></a></div><br />Opmerking: volgens het schema wordt de 1750Hz uitgang onderbroken als JR2 verwijderd wordt.<br />Dit klopt niet, R33 en C30 (van de 555 uitgang) hangen 'hard' aan pin 2 van de CTCSS connector.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7NPCjwX_zs1jC9sV5nnzTdlSgkqXV_ykIN7G7QwenNksa23LP8ZMgQKu0O114xbx4on9q8D9bRIqMl227VqRZ_fvGd6fExaeWoYffy_7dpDRhc-HBMfOig09UZLnt7_DKV3ZlznT7Qp21_EQ04YiHCFdofsRnjw1fgMS6AGvU8TH8ToK2H6FpVVmeY64/s1920/controlboard%20bot%20CTCSS%20audio3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="920" data-original-width="1920" height="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7NPCjwX_zs1jC9sV5nnzTdlSgkqXV_ykIN7G7QwenNksa23LP8ZMgQKu0O114xbx4on9q8D9bRIqMl227VqRZ_fvGd6fExaeWoYffy_7dpDRhc-HBMfOig09UZLnt7_DKV3ZlznT7Qp21_EQ04YiHCFdofsRnjw1fgMS6AGvU8TH8ToK2H6FpVVmeY64/w640-h306/controlboard%20bot%20CTCSS%20audio3.jpg" width="640" /></a></div><br /><br /><br />Volgens de instruction manual moet de module volgens onderstaande tekening geïnstalleerd worden:<br />Echter, in mijn exemplaar, en in alle 'E' versies, ontbreekt de pinheader op het controlboard. Daarbij komt dat de pitch 2.0mm is.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-zr4ER1B9mWMAiXO1sHJGTrX-TuHfq0pBoGO8bUqCZNm84HP8yfVSjcjkyuWsYp5gI8kP1Jzr-OCRCs7fHpNVfdiskaImpZyX4tA48y6xXi35KzYxEVP5Fn4xaY2wA7phhmcP3kPf7FRCfc__bZgFJx1-QHrgHBgXBtQiyZTL_dr42-PyFlEVRouGGvM/s606/Toneunit%20manual.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="606" data-original-width="594" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-zr4ER1B9mWMAiXO1sHJGTrX-TuHfq0pBoGO8bUqCZNm84HP8yfVSjcjkyuWsYp5gI8kP1Jzr-OCRCs7fHpNVfdiskaImpZyX4tA48y6xXi35KzYxEVP5Fn4xaY2wA7phhmcP3kPf7FRCfc__bZgFJx1-QHrgHBgXBtQiyZTL_dr42-PyFlEVRouGGvM/w393-h400/Toneunit%20manual.jpg" width="393" /></a><br /><br />In dit hoekje van het front komt de CTCSS PCB.<br />Bij J7 (onder de witte pinheader voor de MU) moet de ontbrekende pinheader voor de CTCSS module geplaatst worden.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib8T-rgECTObEgEKEe_nZLADvF3LMfJYPvLdzhNtMC0YGEh21_WqgkKN08z6wu7o2IB5ab3UBhk5DJiWamiTKBaf-7TnmeydGS8o7Mx2f3l_hc1AK9moIq9yY3sYsT_7EflKuRCc2iYJpSXrRL1MjAq_pO22CgHihqdsOqzZpGoCw1tRNDZFaDJIT27PI/s1920/P1180554a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1129" data-original-width="1920" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib8T-rgECTObEgEKEe_nZLADvF3LMfJYPvLdzhNtMC0YGEh21_WqgkKN08z6wu7o2IB5ab3UBhk5DJiWamiTKBaf-7TnmeydGS8o7Mx2f3l_hc1AK9moIq9yY3sYsT_7EflKuRCc2iYJpSXrRL1MjAq_pO22CgHihqdsOqzZpGoCw1tRNDZFaDJIT27PI/w640-h376/P1180554a.jpg" width="640" /></a></div><br /><p><br />Voor de bouw van de module wordt gebruik gemaakt van de bekende groene chinese experimenteerprintjes waar een stukje van 35x35mm uitgezaagd werd en de montagegaten voorzien. De schroefjes die (naast parkers) best passen lijken M2.8, geen M3.<br /><br />De opstelling wordt eerst op de PC voorbereid, ik gebruik daarvoor <a href="https://inkscape.org/">Inkscape</a>, een vectorieel tekenprogramma. Hiermee kun je nagaan of alles zal passen.</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpYqufAImV40aXCSefGqBPb_pTboXWsbecJ4w2O8yc0WE2FcsXa8fsSK5H_FXt0-e8EYOAA_saiEjYxwpvgTBV2oo6RxiBAgUXMjibZKIiRxp8ain2BFKtaDWwEFwCEl3wR4ODtCGtZG1Lj0lAWs2RGi3GGZKwEhSx3TaxsaVRnumjFL3NEme84hfWHqs/s726/schema%20CTCSS_4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="680" data-original-width="726" height="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpYqufAImV40aXCSefGqBPb_pTboXWsbecJ4w2O8yc0WE2FcsXa8fsSK5H_FXt0-e8EYOAA_saiEjYxwpvgTBV2oo6RxiBAgUXMjibZKIiRxp8ain2BFKtaDWwEFwCEl3wR4ODtCGtZG1Lj0lAWs2RGi3GGZKwEhSx3TaxsaVRnumjFL3NEme84hfWHqs/w640-h600/schema%20CTCSS_4.jpg" width="640" /></a></div><p><br />De bedrading wordt uitgevoerd met (chinese) wirewrap draad. De isolatie van deze draad is plastic, geen teflon, en vereist enige voorzichtigheid.<br /><br /><br />De bovenkant van printje, enkele kleine componenten ontbreken nog<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjpq8fbu0_0f7Ad9B5ndrnH62EfXF6bcftVB2Tx_uUh43zztdWmNIsCUH_napZ3NAyJW8Hz5PUuYhD6exu5UvsYDN3PNqZCbHWim_LHYoU1Ck5XKsSqgezQx7YixOAhE2RKoNPBY6jkBktRQy00OQO4e6IJgK5Vmy_BLcZnUx9al2Dv5p3Nmmv-3OJ8aQ/s1920/exp_pcb_top.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1806" data-original-width="1920" height="602" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjpq8fbu0_0f7Ad9B5ndrnH62EfXF6bcftVB2Tx_uUh43zztdWmNIsCUH_napZ3NAyJW8Hz5PUuYhD6exu5UvsYDN3PNqZCbHWim_LHYoU1Ck5XKsSqgezQx7YixOAhE2RKoNPBY6jkBktRQy00OQO4e6IJgK5Vmy_BLcZnUx9al2Dv5p3Nmmv-3OJ8aQ/w640-h602/exp_pcb_top.jpg" width="640" /></a><br /><br />en de onderkant bedraad met wirewrap draad.<br />Het voedingscircuit en de bedrading naar de connector moet nog gedaan worden.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhHCuH8CHDcCNobxiRK3nfnX-M2MJK_1z_cQQaWmjAemAuasoS1avB-uKunNXXzAa4t5ZEGpPDUyFTcC_3PsV99e0lmiPBNtP7tjUzPGSsd0wZ0_Kh2TEq64gMaoC5YlfS2X0r0iysWlyfkOkPffaVXQVaIBw-AsJpIsXh46WVb2YbeZxa-z2vQDzPlkM/s1920/exp_pcb_bot.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1820" data-original-width="1920" height="606" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhHCuH8CHDcCNobxiRK3nfnX-M2MJK_1z_cQQaWmjAemAuasoS1avB-uKunNXXzAa4t5ZEGpPDUyFTcC_3PsV99e0lmiPBNtP7tjUzPGSsd0wZ0_Kh2TEq64gMaoC5YlfS2X0r0iysWlyfkOkPffaVXQVaIBw-AsJpIsXh46WVb2YbeZxa-z2vQDzPlkM/w640-h606/exp_pcb_bot.jpg" width="640" /></a><br /><br /><br />Op de clockgenerator is het nu (7/10/23) nog even wachten op een geel envelopje.<br /><br /><b>12 oktober 2023.</b><br />De clockgenerator is eergisteren binnengekomen. Om verrassingen te voorkomen met mogelijke 'fake' IC's werd een testopstelling gemaakt op breadboard.<br />Buiten een kristal en een weerstandje, en het IC zelf natuurlijk zijn geen andere componenten nodig.<br />Het IC wordt 'parallel' ingesteld door de corresponderende pinnen laag of hoog te maken, zie datasheet.<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEincMgp_GNcgT-Dr5xVO2pyMMaFsyCKEk9_9WmtzYdU0QJWkHHMERfol0WSECIIP6AAga3EZyfVqtSaQYQcgyFgo4WAFeTD7p67eq3GUmz1jVbuNLkxyaOtIkcLzLmcASgx9dzpHn30MAlZEPOhNxEij4mff1qQxRp6YdmegyyNQbJ681Q4e2kvnZanHg0/s871/applicatie%207116.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="538" data-original-width="871" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEincMgp_GNcgT-Dr5xVO2pyMMaFsyCKEk9_9WmtzYdU0QJWkHHMERfol0WSECIIP6AAga3EZyfVqtSaQYQcgyFgo4WAFeTD7p67eq3GUmz1jVbuNLkxyaOtIkcLzLmcASgx9dzpHn30MAlZEPOhNxEij4mff1qQxRp6YdmegyyNQbJ681Q4e2kvnZanHg0/w640-h396/applicatie%207116.jpg" width="640" /></a></div><br /><br />Foto van de testopstelling<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5Ly_2PZ-fgkerI1uhL0FXGMTECAiKqdXQuIgFlIACjSi-OOOjYhHZJdp86dTkVRpAjghMrvgXpO-sjgVxSEBj7SVhM2krCNEBkGngkueLszjlYORkTs2oS7tMPIbG7aKZg6o4erwLu-y6MEM_h_jDCuTINIFr2-HVPT_jrhHJ0uPJ-LZ1p0BieQD9XhU/s1920/testopstelling.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5Ly_2PZ-fgkerI1uhL0FXGMTECAiKqdXQuIgFlIACjSi-OOOjYhHZJdp86dTkVRpAjghMrvgXpO-sjgVxSEBj7SVhM2krCNEBkGngkueLszjlYORkTs2oS7tMPIbG7aKZg6o4erwLu-y6MEM_h_jDCuTINIFr2-HVPT_jrhHJ0uPJ-LZ1p0BieQD9XhU/w640-h480/testopstelling.jpg" width="640" /></a><br /><br />Beeld op de teller en op oscilloscoop. (tone = 79.7Hz)<br />De sinus wordt in het IC digitaal opgewekt met een 5bit weerstands laddernetwerk D-A converter.<br /><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJkNgy7HQkHFmj_ZwfzOqsUh15cPxD0Dnn2nvS6MohwwCW4g8ZNd2kbOCYxfB5qqE12RJABIqyInHNpMAgma7_aCvwVhDQczTNzFAs8rUoE-QqHOFXCIpEb4NwEEy-pHYIimYP0i7FBB3exPB10IBxG9R-ifymMpTNbDdMigqQuUgh-Klj2d9MmleJsxs/s941/blok%207116.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="745" data-original-width="941" height="506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJkNgy7HQkHFmj_ZwfzOqsUh15cPxD0Dnn2nvS6MohwwCW4g8ZNd2kbOCYxfB5qqE12RJABIqyInHNpMAgma7_aCvwVhDQczTNzFAs8rUoE-QqHOFXCIpEb4NwEEy-pHYIimYP0i7FBB3exPB10IBxG9R-ifymMpTNbDdMigqQuUgh-Klj2d9MmleJsxs/w640-h506/blok%207116.jpg" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"></td></tr></tbody></table><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVYL67hk8pZEEpFK1dralR4C_4qH5TKt6GZDgD2bt83ye2UuuvIhIWF2ezoerV9zNtbQr9CcLX_l9z_CMMSe3n1RwyJ-Fvc8YehTFpTEhLsvjOpeuD2xFHKF4gSfCMJ7wYGyPpyh9ZVjYnDWY1FX0rFZPRLGFlXeuEQ-JpOjd0YueRjOCH61olN8EoVBg/s1920/teller%2079.7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1063" data-original-width="1920" height="354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVYL67hk8pZEEpFK1dralR4C_4qH5TKt6GZDgD2bt83ye2UuuvIhIWF2ezoerV9zNtbQr9CcLX_l9z_CMMSe3n1RwyJ-Fvc8YehTFpTEhLsvjOpeuD2xFHKF4gSfCMJ7wYGyPpyh9ZVjYnDWY1FX0rFZPRLGFlXeuEQ-JpOjd0YueRjOCH61olN8EoVBg/w640-h354/teller%2079.7.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbKl8VEs16UQTouNp25YAYaewdk4ar4kZu2_VE-RQoXGeqzsQBnENXJ5yGlLrrGAdvNIfD1eKKUbKwhdAXCKs3UVAI2-ve7_JJu7xkkPBw9BsarJJI-8E-s8YycgqyOR3WOqSqVsp6RiUmdkuWwIOm7X7JIGZ-0EKD_vH5qw2WjHpHsKWoFlQkoSlPpsw/s2888/skoopbeeld.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2359" data-original-width="2888" height="522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbKl8VEs16UQTouNp25YAYaewdk4ar4kZu2_VE-RQoXGeqzsQBnENXJ5yGlLrrGAdvNIfD1eKKUbKwhdAXCKs3UVAI2-ve7_JJu7xkkPBw9BsarJJI-8E-s8YycgqyOR3WOqSqVsp6RiUmdkuWwIOm7X7JIGZ-0EKD_vH5qw2WjHpHsKWoFlQkoSlPpsw/w640-h522/skoopbeeld.jpg" width="640" /></a><br /><br /><br />De definitieve opbouw op experimenteerprint, boven- en onderkant<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXk3F1lrJAFiF6mVK1gvJHWUgzesTAVpZq5ChBkL54C0O2kzlX1jhO2yM66TrNG6NdrdiqVpINI2XUFe581-VePwO7ZXVBPl-YeEAQTEl5B9a4PTfaavPgxg7S6T1xMEUnDlqrrp62KbYqJVdvDs2m1szcBjeOpdlBfXXJ0b_NRopibenQyAr31oLDrZo/s1616/exp_pcb_top2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1500" data-original-width="1616" height="594" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXk3F1lrJAFiF6mVK1gvJHWUgzesTAVpZq5ChBkL54C0O2kzlX1jhO2yM66TrNG6NdrdiqVpINI2XUFe581-VePwO7ZXVBPl-YeEAQTEl5B9a4PTfaavPgxg7S6T1xMEUnDlqrrp62KbYqJVdvDs2m1szcBjeOpdlBfXXJ0b_NRopibenQyAr31oLDrZo/w640-h594/exp_pcb_top2.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTCSDzisCEr03NRmXt6QxzS3q3EN0hp5bgPG65AeQm-WGjFct_s_Xm_FhUYoLcn31AhVdM3C8n2-Ok-7p5a0FFmdNx5I5Dtx6gSyzzjrDHC68DstahMcwxnSrokLftNHSP3wmOeC6CjMpN-_ppdfpLc46ckHhIXU1FUYUenKKiMt_Y9l86M1tZUdtf5eI/s1728/exp_pcb_bot2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1586" data-original-width="1728" height="588" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTCSDzisCEr03NRmXt6QxzS3q3EN0hp5bgPG65AeQm-WGjFct_s_Xm_FhUYoLcn31AhVdM3C8n2-Ok-7p5a0FFmdNx5I5Dtx6gSyzzjrDHC68DstahMcwxnSrokLftNHSP3wmOeC6CjMpN-_ppdfpLc46ckHhIXU1FUYUenKKiMt_Y9l86M1tZUdtf5eI/w640-h588/exp_pcb_bot2.jpg" width="640" /></a><br /><br /><br />en tot slot de inbouw in de TR851E transceiver op de daarvoor voorziene plaats<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Yj0qtbfQx5BJO_oduxp0HZ2sxgA2nI8X6lf4VVNv2Dz5l6kF2hfQXLwC1MH6DU5zpR6qhrFi4xH_YEp5aIScRxFE-RGhpTKwEPbkOeL-SoYy9rWhB01aq2o7oN0WGeNd8VgL2p6TA0fawHoAIZB4tQlxbuZGJLokCt81vGdgRNN-fSWQhn8UoEyb7z8/s1920/inbouw.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1124" data-original-width="1920" height="374" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Yj0qtbfQx5BJO_oduxp0HZ2sxgA2nI8X6lf4VVNv2Dz5l6kF2hfQXLwC1MH6DU5zpR6qhrFi4xH_YEp5aIScRxFE-RGhpTKwEPbkOeL-SoYy9rWhB01aq2o7oN0WGeNd8VgL2p6TA0fawHoAIZB4tQlxbuZGJLokCt81vGdgRNN-fSWQhn8UoEyb7z8/w640-h374/inbouw.jpg" width="640" /></a></div><br /><br />einde.<br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-3690481870947485262023-09-28T23:35:00.002-07:002023-09-28T23:44:14.062-07:00Radio Shack HTX242 - VHF transceiver - 28 sep 2023<p><span style="font-size: medium;"><span style="font-family: verdana;">Gratis verkregen op de stand van Andre, op de beurs van La Louvière in 2023. Een doosje met losse onderdelen, maar compleet met alle schroefjes en knoppen, microfoon, reserve microfoonkabel en handboek met schema.<br />Aan de deksels te zien dacht ik eerst dat het een Kenwood toestel was.<br />Radio Shack heeft slechts een paar toestellen voor zendamateurs gemaakt. Veel bekender zijn de decametrische ontvangers en scanners. Voor de lijst: <a href="https://www.rigpix.com/rs-realistic/rs-realistic.htm">KLIK</a><br /><br />Het toestel werd gratis aangeboden omdat er een probleem zou zijn met de encoder.<br />Bij nazicht blijkt het volgende:<br />- ALLE (7) display en schaalverlichtingslampjes (6V 40mA) zijn defect<br />- de encoder lijkt normaal te werken<br />- de transceiverfuncties lijken OK<br />- het microfoonsnoer is verbrokkeld; een gekend probleem, zie de reviews.<br /><br />De lampjes had ik liggen, ooit 50 van besteld. Vervanging is wat lastig: de gaatjes in de PCB zijn minuscuul, en de lampjes die ik heb zijn eigenlijk een halve millimeter te groot.<br /><br />Omdat er verder niets abnormaal werd gevonden werd het toestel wat opgekuist en dichtgemaakt.<br /><br />In vergelijk met een echte Kenwood is deze radio heel solide gebouwd.<br />Het chassis is een echt spuitgiet metaal in plaats van gebogen ijzer. Het front klikt stevig op het chassis en heeft voldoende materiaal om niet te breken bij de eerste keer losmaken.<br /><br /> De bediening is rechttoe-rechtaan zonder menu's. <br />Drie draaiknoppen: frequentie, volume en squelch.<br />De encoder is wat 'traag', en lijkt niet interrupt gestuurd: 10 clicks gaat niet noodzakelijk 10 stappen verder als je snel draait.<br />Enkele drukknoppen, bediening zoals Kenwood.<br />De VFO knop laat toe VFO A of VFO B te kiezen, een andere knop (duplex) laat toe om met beide VFO's te zenden/ontvangen.<br />CTCSS aanwezig, HI of LO power, meer moet dat eigenlijk niet zijn.<br />Gewoon een no-nonsense toestel, perfect voor mobiel gebruik.<br /><br /><br />Hieronder wat foto's. <br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvSo8YFtO5unTcs3hX9aiu9uNfE4i2q8rrlaPkRQBd6llgnC2YFu3PxqU4TJ7JMHbcoV3YD7pkDm8up1NxVpScWpWhLXf6lejr3J5nfNx2dqQ5hCpvWM_1JIRcWTHDhIpNX_ICS5LGR7rDpuKKEgnJqQ5MgAMOxGa09-3dIlfoo8RId4CVGncn9t3fUnI/s1920/P1180523a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1048" data-original-width="1920" height="350" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvSo8YFtO5unTcs3hX9aiu9uNfE4i2q8rrlaPkRQBd6llgnC2YFu3PxqU4TJ7JMHbcoV3YD7pkDm8up1NxVpScWpWhLXf6lejr3J5nfNx2dqQ5hCpvWM_1JIRcWTHDhIpNX_ICS5LGR7rDpuKKEgnJqQ5MgAMOxGa09-3dIlfoo8RId4CVGncn9t3fUnI/w640-h350/P1180523a.jpg" width="640" /></a><br /><br />De onderzijde, let op de royale koelplaat<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1x7_YI0Xwok2cXAqdIeQY_ZEb-igohyphenhyphenEN4lmX41Y8bFsG7uNiJWV8hvewsEZi5OwkDVj7GVvSko3QMi3jc_tFf-LbGo10YVPKzs5zorR9lo0bQ4W38EaCNEWH-lVy-nyKTrwYWo8KvJLY5XAKOkVE-g4_Gb4K67R6u3JO7Y1y6vXRHCZhCYBT6O9cOpE/s2311/P1180532a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2311" data-original-width="1920" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1x7_YI0Xwok2cXAqdIeQY_ZEb-igohyphenhyphenEN4lmX41Y8bFsG7uNiJWV8hvewsEZi5OwkDVj7GVvSko3QMi3jc_tFf-LbGo10YVPKzs5zorR9lo0bQ4W38EaCNEWH-lVy-nyKTrwYWo8KvJLY5XAKOkVE-g4_Gb4K67R6u3JO7Y1y6vXRHCZhCYBT6O9cOpE/w532-h640/P1180532a.jpg" width="532" /></a><br /><br />Detail van de eindtrap<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKONT1IAsvaf2sPrE5A3zhihTvgmzcpkQ4clN0Ev1jLxvfJXpTuFAQqPEtDBurrfvh3PYxWGz1BfIbvxt7qNM3ybZuD4rjk2Glk9xueT6SywiwFTxyWcIPgr9s96DI_GtlrI8eH9YFsA8NDY6tnZJ4RsAVfb4xQuA_XaUadkU00c25Wcpma3_AcIbeQhM/s1920/P1180531a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKONT1IAsvaf2sPrE5A3zhihTvgmzcpkQ4clN0Ev1jLxvfJXpTuFAQqPEtDBurrfvh3PYxWGz1BfIbvxt7qNM3ybZuD4rjk2Glk9xueT6SywiwFTxyWcIPgr9s96DI_GtlrI8eH9YFsA8NDY6tnZJ4RsAVfb4xQuA_XaUadkU00c25Wcpma3_AcIbeQhM/w640-h480/P1180531a.jpg" width="640" /></a><br /><br />De bovenkant, componentenzijde<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhStl5UBfCqG_pDMlknLo4PthC_6adRRd6bDEoAj34or8y-WQjrEt9bdZ2DicWNloxLhfey3vEVM_BT7fNTtVAf4jRW0LOakvs-woBruzKTDnH8Me-V8k9VERppXz6wV4u9imcZrRZ5DJcomTHE4GEltUfQW3KEfdRLsUZFUr7qz7EEEfFERqZtrrgKKng/s1920/P1180528a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhStl5UBfCqG_pDMlknLo4PthC_6adRRd6bDEoAj34or8y-WQjrEt9bdZ2DicWNloxLhfey3vEVM_BT7fNTtVAf4jRW0LOakvs-woBruzKTDnH8Me-V8k9VERppXz6wV4u9imcZrRZ5DJcomTHE4GEltUfQW3KEfdRLsUZFUr7qz7EEEfFERqZtrrgKKng/w640-h480/P1180528a.jpg" width="640" /></a><br /><br /><br />Detail van het lowpassfilter aan de uitgang<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNwYeOm9lWQzMYTPnAz1U6Upeiap3SykqbAs0h5DyRgPDP6XJsU5QgpZ8qVoZ0e3_zl7zj9JirbuGtjD1d_SlU4-KfzM7xv9EXt8juJuXD-TJpUnLU9RPWszzOpClTjQ5L1nIhhdB6oua-aTsUtUT_abV-MhyphenhyphenR7jWwbhfgSUyVNVNUAF8p3fXFh8Po2bs/s1920/P1180529a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNwYeOm9lWQzMYTPnAz1U6Upeiap3SykqbAs0h5DyRgPDP6XJsU5QgpZ8qVoZ0e3_zl7zj9JirbuGtjD1d_SlU4-KfzM7xv9EXt8juJuXD-TJpUnLU9RPWszzOpClTjQ5L1nIhhdB6oua-aTsUtUT_abV-MhyphenhyphenR7jWwbhfgSUyVNVNUAF8p3fXFh8Po2bs/w640-h480/P1180529a.jpg" width="640" /></a><br /><br />De luidspreker zit bovenaan<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX281Og6TWjHbdIolHe32T7fOwKO5iEZba8-3zgOfZ66cGLNZ9ZQqyrHjQhItt0ocf-uNoxVl2sMK_FJfRgPhyphenhyphenQh8bcTtAHhPnFnZas2PgiBHMLIqVXQlVAxuQgKd4aTgsRLMqyulK8ETzK4bLMTCkQJbiiNRGeHYXjLYR5DJT6_y5lFxP2tzb4fYAadk/s2045/P1180526a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2045" data-original-width="1920" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX281Og6TWjHbdIolHe32T7fOwKO5iEZba8-3zgOfZ66cGLNZ9ZQqyrHjQhItt0ocf-uNoxVl2sMK_FJfRgPhyphenhyphenQh8bcTtAHhPnFnZas2PgiBHMLIqVXQlVAxuQgKd4aTgsRLMqyulK8ETzK4bLMTCkQJbiiNRGeHYXjLYR5DJT6_y5lFxP2tzb4fYAadk/w600-h640/P1180526a.jpg" width="600" /></a><br /><br /><br />Lo-power is ongeveer 6W<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGYgdZJkRHhyphenhyphenI96rRXNndQ9Eot1i47ilJKWcQrVfyB271GAvhgJUaw0q_Qk9AEVdu2fD4k55i3uBXhhe8I3v2hdJs32Ex_svoOB-i2rWl5gOrIKZh1uD4zCSlcQCcSMfAQLqSz9lXl8PFfDWqUF2E3c-3GdAwgzfKb1jzFb3FYNCDdNR2qZzBQVVztM68/s2588/P1180524a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2588" data-original-width="1920" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGYgdZJkRHhyphenhyphenI96rRXNndQ9Eot1i47ilJKWcQrVfyB271GAvhgJUaw0q_Qk9AEVdu2fD4k55i3uBXhhe8I3v2hdJs32Ex_svoOB-i2rWl5gOrIKZh1uD4zCSlcQCcSMfAQLqSz9lXl8PFfDWqUF2E3c-3GdAwgzfKb1jzFb3FYNCDdNR2qZzBQVVztM68/w474-h640/P1180524a.jpg" width="474" /></a><br /><br />Hi-power is meer dan 25W, geschat 40W aan de snelheid van de meter te oordelen<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL6RUK7yQ7P90Zhb6aq3vchzs4IaqyxhCnWJB28-nbdh20114_j3mcOzQFOuvBFc-2-FuncJ_OhN_9FD8zu__P_n8Wtu6M7PtAoMYqUDS_D1Q-QU1v7UHexkEi5WSAUXrxiUh6Tfw4DInV8UdTVozNMxyr_xZZyFjdQmFaaH9E1-vIIG4ZkxTVf-_RlGQ/s2587/P1180525a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2587" data-original-width="1920" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL6RUK7yQ7P90Zhb6aq3vchzs4IaqyxhCnWJB28-nbdh20114_j3mcOzQFOuvBFc-2-FuncJ_OhN_9FD8zu__P_n8Wtu6M7PtAoMYqUDS_D1Q-QU1v7UHexkEi5WSAUXrxiUh6Tfw4DInV8UdTVozNMxyr_xZZyFjdQmFaaH9E1-vIIG4ZkxTVf-_RlGQ/w474-h640/P1180525a.jpg" width="474" /></a><br /><br />Met verlichting<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPaT6Vr_1CcxwT-wAiT0RBT_wS1iugusi2Ev2B8vB4W06NOBY-BxZsY6KkWjeRBc6ic9BnEpvfLNLk2iHZc6Ad3XPAl707YpUTTxr5MXH1EEuevsMSaU5S-2IiDNi1TkYUpEvDpE2O1DSNQW3NtcdMsgXEXix4bO6y1Evh_xwpab55xwFAwbQuGdbEin0/s1920/P1180522a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="982" data-original-width="1920" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPaT6Vr_1CcxwT-wAiT0RBT_wS1iugusi2Ev2B8vB4W06NOBY-BxZsY6KkWjeRBc6ic9BnEpvfLNLk2iHZc6Ad3XPAl707YpUTTxr5MXH1EEuevsMSaU5S-2IiDNi1TkYUpEvDpE2O1DSNQW3NtcdMsgXEXix4bO6y1Evh_xwpab55xwFAwbQuGdbEin0/w640-h328/P1180522a.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></span></span></p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p><span style="font-family: verdana;"><span style="font-size: medium;"><br /><br /><br /><br /><br /><br /><br /></span><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-26707784515184382272023-09-28T00:35:00.004-07:002023-09-28T00:37:48.624-07:00KenwoodTR851E - herstelling volume potmeter - 27 sep 2023<p><span style="font-family: verdana; font-size: medium;">Gekocht voor een redelijke prijs op de hambeurs in La Louvière op 16 september 2023, samen met een Yaesu FT790.<br />Volgens de verkoper was er een probleem met de power output die niet maximaal was.<br /><br />Dit is een 70cm UHF all mode transceiver, de voorlaatste in de Kenwood rij, en later opgevolgd door de TM455 (TM255 voor VHF). Daarna is Kenwood gestopt met de productie van dergelijke toestellen.<br /><br /></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTBTkxuVgqDi0pWKZVIxsXnpDGYbQaJJr94HLQFYpamwCuZUSN2xuL20o8so-UYtkF1IF56afgSUYWjRUbmh4yoxElOQZ32GAFTh7wHpjs6SoehLyaE4Elq2Qp9IaVS4lwBN79e3uire2m_TTzhS8zx3DTGC8h-ICtsz-cYj9dKGqoE1VYuQU7rhMr7bM/s1100/tr851e.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="456" data-original-width="1100" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTBTkxuVgqDi0pWKZVIxsXnpDGYbQaJJr94HLQFYpamwCuZUSN2xuL20o8so-UYtkF1IF56afgSUYWjRUbmh4yoxElOQZ32GAFTh7wHpjs6SoehLyaE4Elq2Qp9IaVS4lwBN79e3uire2m_TTzhS8zx3DTGC8h-ICtsz-cYj9dKGqoE1VYuQU7rhMr7bM/w640-h266/tr851e.jpg" width="640" /></a></span></div><p><span style="font-family: verdana; font-size: medium;">bron foto: <a href="https://www.rigpix.com/kenwood/tr851e.htm">https://www.rigpix.com/kenwood/tr851e.htm</a><br /><br />Al deze toestellen, dus ook de VHF versie TR751 hebben vroeg of laat een probleem met de potmeters: de loper van de potmeter komt los zodat geen regeling meer mogelijk is.<br />De volume/squelch potmeter is het eerst getroffen vanwege het meest gebruikt, en tevens ook aan/uit schakelaar.<br />Het probleem is dat deze potmeter niet meer leverbaar is.<br />Eén van de oplossingen is de potmeter zelf herstellen, zie bvb. <a href="http://chrizbloggen.blogspot.com/2018/12/kenwood-tr-751-pwr-swtich-volume.html">http://chrizbloggen.blogspot.com/2018/12/kenwood-tr-751-pwr-swtich-volume.html</a><br />Dit is ook de manier die ik gebruikt heb.<br />Een andere manier is het mechinsche deel te behouden, en de potmeters te vervangen door passende trimmers: <a href="https://sm7tkr.blogspot.com/p/saving-kenwood-tr-751tr-851-transceiver.html">https://sm7tkr.blogspot.com/p/saving-kenwood-tr-751tr-851-transceiver.html</a><br />Hierbij verlies je echter de aan/uit functie.<br /></span></p><p><span style="font-family: verdana; font-size: medium;">Er zou een vergelijkbare potmeter van een Galaxy toestel passen: <a href="https://stores.goldeneagleradios.com/galaxy-potentiometer-50ka-50kb-sw-vol-sq-dx45-48-93-94-95-95t2-919-929-949-959-979/">https://stores.goldeneagleradios.com/galaxy-potentiometer-50ka-50kb-sw-vol-sq-dx45-48-93-94-95-95t2-919-929-949-959-979/</a><br /><br />Nog een mogelijke vervanger: <a href="https://vk1da.blog/tag/tr751a/">https://vk1da.blog/tag/tr751a/</a><br /><br /><br />Hieronder mijn (foto) reparatieverslag.<br /><br />De defecte potmeter combineert 3 functies<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0czLXhgZD3F7vuSjStCGgSd-IcCQsPeAUAohRQ3-pgNnZzlSRxnOHWRSpQIEvGi43HG27LDQFBUxJuJOFCcGlg724UDHq_B15C3MSg8k6bdBhlKi_Bwn98r6_u0b3eBbTB6_IjGwkWS1PTWBzTUCO34rfH7oaagMHhGeJHf92mIeOVmQzo6yOHMf-Wwc/s1920/P1180497a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="935" data-original-width="1920" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0czLXhgZD3F7vuSjStCGgSd-IcCQsPeAUAohRQ3-pgNnZzlSRxnOHWRSpQIEvGi43HG27LDQFBUxJuJOFCcGlg724UDHq_B15C3MSg8k6bdBhlKi_Bwn98r6_u0b3eBbTB6_IjGwkWS1PTWBzTUCO34rfH7oaagMHhGeJHf92mIeOVmQzo6yOHMf-Wwc/w640-h312/P1180497a.jpg" width="640" /></a><br /><br /><br />Nadat het schakelaardeel verwijderd is kan na verwijdering van de circlips de potmeter opengemaakt worden. <br />De pinnen die de delen op hun plaats houden kunnen niet meer gebruikt worden (zie verder)<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx8hgD33fahjQO1VvCPQMO7fRq37MjQ6xWEDg2w8n3vhoCx9Cg4kA-76AqdRegrLsRd85mvU3P8oNF7mCPIk_s9Aq2foQW2Q46QU-ChVm35pKtsg9lVqP_0g6WVvfIA7G6IcRctcnLSGqUQwS7lqmFJuWEbbEvppwm7_OKP6sGZwwmE6Hia5eodwE16M8/s1920/P1180499a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx8hgD33fahjQO1VvCPQMO7fRq37MjQ6xWEDg2w8n3vhoCx9Cg4kA-76AqdRegrLsRd85mvU3P8oNF7mCPIk_s9Aq2foQW2Q46QU-ChVm35pKtsg9lVqP_0g6WVvfIA7G6IcRctcnLSGqUQwS7lqmFJuWEbbEvppwm7_OKP6sGZwwmE6Hia5eodwE16M8/w640-h480/P1180499a.jpg" width="640" /></a><br /><br />Niet goed te zien, maar de plastiek-lassen die de loper plat houden zijn losgeraakt.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJfhXQr59hXMXJhZp1Vy-rzrALtlX9GDDY7Y5OfvGIPA2ogEmRm2PwlBkS9FoEsZXM7EDq4ghg7zWhzFfX5XD-L1cfBo0-rWLa0wM0JoNLvWM9sicsYWLz966l7D8XWhFOIBgOGdeIldLOATuzqdy4VZc4stxIUu4gIOyeSrFgYmZCXGra_ISos-CFX-s/s1920/P1180501a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJfhXQr59hXMXJhZp1Vy-rzrALtlX9GDDY7Y5OfvGIPA2ogEmRm2PwlBkS9FoEsZXM7EDq4ghg7zWhzFfX5XD-L1cfBo0-rWLa0wM0JoNLvWM9sicsYWLz966l7D8XWhFOIBgOGdeIldLOATuzqdy4VZc4stxIUu4gIOyeSrFgYmZCXGra_ISos-CFX-s/w640-h480/P1180501a.jpg" width="640" /></a><br /><br /><br />De losgeraakt loper<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1ezwOUQZa9wh53ztgORfavnxY09COjAYFnhEiK3Yb0qsPCWwOm3n40DtWpg1t-Z7Y1hmIumJWe3bD5uUA3vsK9oqBitUtWbprRZ2hryfn36AX2TTX9Ha9U6Ic1OJdjZHXZp1WPQP8VZB8wXzNmZMOQsV7pqilwMrReKAXYtjRflqj4gD1IMY_KFy6HqE/s1280/P1180502a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1ezwOUQZa9wh53ztgORfavnxY09COjAYFnhEiK3Yb0qsPCWwOm3n40DtWpg1t-Z7Y1hmIumJWe3bD5uUA3vsK9oqBitUtWbprRZ2hryfn36AX2TTX9Ha9U6Ic1OJdjZHXZp1WPQP8VZB8wXzNmZMOQsV7pqilwMrReKAXYtjRflqj4gD1IMY_KFy6HqE/w640-h480/P1180502a.jpg" width="640" /></a></span></p><span style="font-size: medium;"><span style="font-family: verdana;"><br />De loper wordt met een wirewrap draadje opnieuw bevestigd op het nylondeel.<br />Daarvoor worden 2 gaatjes diameter 0.7mm geboord. Het nylondeel wordt in een houten blokje met een passende boring op zijn plaats gehouden.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRMAT9Vb56IazFIFC_cCOs55lCeYGjeOhJFgVcONQjPnTOlz3ULg1fKB4OlwP3iuPlePQMZeCKDYRAbN0EWqPGW8_txjFmzR_3BvgxyKFUucdrfagld5p5bNsGCaclLX7qo8lPy8K_Fy8SNQYGxeN-cMyk5PHke6mM2KRiQmeayebN0PjGmfDrkJRyaKw/s1654/P1180504a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1241" data-original-width="1654" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRMAT9Vb56IazFIFC_cCOs55lCeYGjeOhJFgVcONQjPnTOlz3ULg1fKB4OlwP3iuPlePQMZeCKDYRAbN0EWqPGW8_txjFmzR_3BvgxyKFUucdrfagld5p5bNsGCaclLX7qo8lPy8K_Fy8SNQYGxeN-cMyk5PHke6mM2KRiQmeayebN0PjGmfDrkJRyaKw/w640-h480/P1180504a.jpg" width="640" /></a><br /><br />De gaatjes klaar, merk op dat de loper niet symmetrisch is, of zit.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEQFYm2j_EyEfoISyyFdE_J27zjMVePyHgb4-yG1l6JMwCcmHT_wGe_RZmouWj686N-efa0nBfH1_Ck5UX3BiFXtM9_RNmvw6PAySYhfTnOaFrBNjQP0NEAEbIZkls9Vd0vzk2I55bm7xg6zzzqAOhJd7rThiOlIrIAbV3L-A_C6KJAStyAKJJATxryeA/s1280/P1180505a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEQFYm2j_EyEfoISyyFdE_J27zjMVePyHgb4-yG1l6JMwCcmHT_wGe_RZmouWj686N-efa0nBfH1_Ck5UX3BiFXtM9_RNmvw6PAySYhfTnOaFrBNjQP0NEAEbIZkls9Vd0vzk2I55bm7xg6zzzqAOhJd7rThiOlIrIAbV3L-A_C6KJAStyAKJJATxryeA/w640-h480/P1180505a.jpg" width="640" /></a><br /><br />Een eerste wirewrap draadje geplaatst.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ZhMPbRQeYDLYuYgPn2UMTNbdB3y0QYH-qkTAIkmwWcAwNoyWXeWbZ_uAjbGx6xUjNFcGKZbBaIl7LF7DbUksUCH2PTF3AsKb752CgX9V-eanTa51llXFWusWsWnFDvHUbTKKXerAwGyqdz0GGK3jA-qpngU2kXaLqkMNrE6Ao6RPTxps_T2Q1NjVh2g/s1280/P1180506a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ZhMPbRQeYDLYuYgPn2UMTNbdB3y0QYH-qkTAIkmwWcAwNoyWXeWbZ_uAjbGx6xUjNFcGKZbBaIl7LF7DbUksUCH2PTF3AsKb752CgX9V-eanTa51llXFWusWsWnFDvHUbTKKXerAwGyqdz0GGK3jA-qpngU2kXaLqkMNrE6Ao6RPTxps_T2Q1NjVh2g/w640-h480/P1180506a.jpg" width="640" /></a><br /><br />Voor de zekerheid, nog een tweede wirewrapdraadje<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirK7DeYtpWNSXFRgSFDcaTdqPDagX78rgtAvDVdQT9g6AnH3KCB7wpCaZAC78ueo7k25QKG2CHF9-zS1vPurlf7suiCRcmiZcJx5d526aLzMCB9m5zoT6gjeDCp8pD_aNzpVx_lh71UBJl-ZGqZKb6MWAVrNS6moznHyHsWj8URsn8LG8IGt9JkK48oyM/s1570/P1180508a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="1570" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirK7DeYtpWNSXFRgSFDcaTdqPDagX78rgtAvDVdQT9g6AnH3KCB7wpCaZAC78ueo7k25QKG2CHF9-zS1vPurlf7suiCRcmiZcJx5d526aLzMCB9m5zoT6gjeDCp8pD_aNzpVx_lh71UBJl-ZGqZKb6MWAVrNS6moznHyHsWj8URsn8LG8IGt9JkK48oyM/w640-h480/P1180508a.jpg" width="640" /></a><br /><br />De wirewrap aan de andere kant omgebogen.<br />Het is belangrijk om voor definitieve montage na te gaan dat alles soepel beweegt zonder haperingen.<br />Let tevens op de platte kant van de dunne as: die moet bovenaan in het midden zitten, anders staat het streepje op de volumeknop de verkeerde kant op.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnhIQLhT1WRwk0f2WgupIJH-e7EZ-r6HdqAAQFZrR-BqQI39t1la7W0Pd9yKG1Jhry88I5KhFjXS_xM0wI2aev4-OeiyghSYLjAmtgUkVP7Z9KgqpcxY7QtupF6Df8RDdoVZIfFEzj-TeKok_ir-NkSdTxY41By_Lcf5F8H51SDMTSZ-b8vsKUnsF_WJY/s1757/P1180509a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1318" data-original-width="1757" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnhIQLhT1WRwk0f2WgupIJH-e7EZ-r6HdqAAQFZrR-BqQI39t1la7W0Pd9yKG1Jhry88I5KhFjXS_xM0wI2aev4-OeiyghSYLjAmtgUkVP7Z9KgqpcxY7QtupF6Df8RDdoVZIfFEzj-TeKok_ir-NkSdTxY41By_Lcf5F8H51SDMTSZ-b8vsKUnsF_WJY/w640-h480/P1180509a.jpg" width="640" /></a><br /><br />Klaar om terug te plaatsen.<br />De pinnen werden vervangen door een stukje koperdraad.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUCFOCWtyUqeebMMGoqO2dhaCJRr7MxZSb_ZDi9qyM4Lh7qLsQVH5xtrZUYGvNBQVGW31yi8hxsrkKZ92-S_Ej4jdZ-uvpIV844axrhNwTWNq8YhVLBG3JkYed0jlBdn_UuVbP7aSAtPWVaifpSo8Uiwds83FGepL068MdZGWLtFm6JLA0LpEJpWei6QM/s1920/P1180510a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUCFOCWtyUqeebMMGoqO2dhaCJRr7MxZSb_ZDi9qyM4Lh7qLsQVH5xtrZUYGvNBQVGW31yi8hxsrkKZ92-S_Ej4jdZ-uvpIV844axrhNwTWNq8YhVLBG3JkYed0jlBdn_UuVbP7aSAtPWVaifpSo8Uiwds83FGepL068MdZGWLtFm6JLA0LpEJpWei6QM/w640-h480/P1180510a.jpg" width="640" /></a><br /><br /><br />Hopelijk terug voor langere tijd in orde.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcZhj4-Pv3RRNjGqbiI_F6T0ES6MDX0MuG8OoeshikzhNRBt1ogdhN8Kyub-AjoVdbKCqXSwnPnzkM44q_M_XdGKfx9hBu4g0q68_FxL82iKtq5AaME66d28GJbZlXtz9liEUlHR3fh2lYlLuZy325j8ByhjbWQ-LE7zX4NyeJ8Zs7KsaKgEVefqjhtrU/s1920/P1180513a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1237" data-original-width="1920" height="412" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcZhj4-Pv3RRNjGqbiI_F6T0ES6MDX0MuG8OoeshikzhNRBt1ogdhN8Kyub-AjoVdbKCqXSwnPnzkM44q_M_XdGKfx9hBu4g0q68_FxL82iKtq5AaME66d28GJbZlXtz9liEUlHR3fh2lYlLuZy325j8ByhjbWQ-LE7zX4NyeJ8Zs7KsaKgEVefqjhtrU/w640-h412/P1180513a.jpg" width="640" /></a><br /><br /><br /><br /></span><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-68314622539810152802023-09-22T06:59:00.006-07:002023-10-02T11:31:48.812-07:00Icom IC905 review and repair 22 sep 2023<p>'k ben eens benieuwd... <br />Mijn vorige blogs worden abnormaal veel bezocht, ik vermoed door zoekrobots die op deze manier de bezoekersteller omhoog laten gaan.<br /><br /><br />Foto IC905<br /><br />Dit is GEEN IC905 want die heb ik niet. Voor de grap een foto van een oudje, de IC260E 2m all mode.<br />Het bakje aan de microfoonaansluiting is een voorversterker omdat ik geen originele microfoon heb.<br />Schema is volgens schema van originele microfoon.<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFD5hCsnmJwj98CNwp1Bub88Jzo0NBOZnLwH3_ojyxtqY2-b4RWIKjtMeUAgumUip1c7cn5sW0AQKhY0hSDODoGxqwzib5bO8SEufiTmQ15oB2qvrjj2KUnlynhwaB6i6z2vQd2sKwQIT8zXDxHbAX5Vg1KTvREXhHAl18z5VVbXE2kH8anp6DtuCBGZw/s4000/P1160107.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3000" data-original-width="4000" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFD5hCsnmJwj98CNwp1Bub88Jzo0NBOZnLwH3_ojyxtqY2-b4RWIKjtMeUAgumUip1c7cn5sW0AQKhY0hSDODoGxqwzib5bO8SEufiTmQ15oB2qvrjj2KUnlynhwaB6i6z2vQd2sKwQIT8zXDxHbAX5Vg1KTvREXhHAl18z5VVbXE2kH8anp6DtuCBGZw/w640-h480/P1160107.JPG" width="640" /></a></div><p><br /><br /><br /><br /><br /><br /><br /><br /></p><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-48595233743908964452023-09-18T02:38:00.006-07:002023-09-23T01:07:04.433-07:00Herstelling Kenwood TM742E - 18/9/2023<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPHsF19j34tNsyI_AkCqhXaDF1m9uRRT29wZs7lCyn_Tm1oZ9N8Wtw7CEEHoDq-Zom42NulyyCuTY-TBr0-lU-A6xyOayFfdHjKgDp8WXeoZZfv1jtdDuSXMgsQ_0SQFtdT5XAe08xn-k7zgDdfOdkoitY8qwZK6tvPQNENTAlFzYhM-_HNGAVyhziUFU/s349/TM742.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="236" data-original-width="349" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPHsF19j34tNsyI_AkCqhXaDF1m9uRRT29wZs7lCyn_Tm1oZ9N8Wtw7CEEHoDq-Zom42NulyyCuTY-TBr0-lU-A6xyOayFfdHjKgDp8WXeoZZfv1jtdDuSXMgsQ_0SQFtdT5XAe08xn-k7zgDdfOdkoitY8qwZK6tvPQNENTAlFzYhM-_HNGAVyhziUFU/w400-h270/TM742.jpg" width="400" /></a></div><br /><p>Overzicht van alle transceivers die Kenwood gemaakt heeft: <a href="https://rigreference.com/manufacturers/kenwood">KLIK</a><br /><br />Nog mee bezig...<br /><br />Gekocht op de hambeurs in La Louvière op 16 september 2023.<br /><br />Dit is een duobander met mogelijkheid om een derde band naar keuze te installeren.<br />De derde band is 28MHz, 50MHz, 220MHz of 1296MHz.<br />In dit toestel is de 50MHz optie ingebouwd.<br /><br />Volgens de verkoper moet enkel de Lithium backupbatterij vervangen worden.<br /><br />Bij aansluiten en aanzetten gebeurt er... NIETS.<br />Dit is een min of meer gekend probleem in het rest circuit dat werkt met een 78RL05.<br />De 78RL05 is een 'gewone' 7805, lowpower versie, en de R in het nummer betekent een resetpin.<br />De elko's daarrond worden slecht, en moeten vervangen worden.<br />Zie het internet en mods.dk.<br /><br />Meestal is C2 de boosdoener, hier moest ook C4 vervangen worden (10uF bij gebrek aan 22u)<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOgt7pctLutxKZ49XSJ3_2EUUNs3Th3iK9ln6X-REgfW1SG9K5qBCT4RKTRISOgWHKbbtPlH4tJBWbZanD7pBZqxfweVZLfpiZndnu2xzTYF-IGHCKCXRp1kDwW5OuwqHgEZ9how07_C3XFC9_mUVEnFfC1nnznibGGbbWyMNWFPe1hbg0IvsdpCl9Fmc/s848/78RL05.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="355" data-original-width="848" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOgt7pctLutxKZ49XSJ3_2EUUNs3Th3iK9ln6X-REgfW1SG9K5qBCT4RKTRISOgWHKbbtPlH4tJBWbZanD7pBZqxfweVZLfpiZndnu2xzTYF-IGHCKCXRp1kDwW5OuwqHgEZ9how07_C3XFC9_mUVEnFfC1nnznibGGbbWyMNWFPe1hbg0IvsdpCl9Fmc/w640-h268/78RL05.jpg" width="640" /></a></div><p><br /><br />De 50MHz module met klassieke eindtrap, zonder de afscherming bovenaan<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3do9nk--CW7kLdyM62e1JCOXW4FEdkxK0dDJPl6kJO9UC2uk2e0AGkkTIcItQIukzizBEWFAiTzFW4P21Zm0Iu5i6WPS9V1B_nEGUM54I2TbpFxkEvKKY9k7MVrOcDYXAexTCNRm5DafTqIPt6LtJlthAFxGAP6YJJKSlLuI5suDCNHtzKZxUHG2z3Oc/s1920/50M%20module.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1450" data-original-width="1920" height="484" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3do9nk--CW7kLdyM62e1JCOXW4FEdkxK0dDJPl6kJO9UC2uk2e0AGkkTIcItQIukzizBEWFAiTzFW4P21Zm0Iu5i6WPS9V1B_nEGUM54I2TbpFxkEvKKY9k7MVrOcDYXAexTCNRm5DafTqIPt6LtJlthAFxGAP6YJJKSlLuI5suDCNHtzKZxUHG2z3Oc/w640-h484/50M%20module.jpg" width="640" /></a></div><p><br />En daaronder zit de 2m module met een hybride in de eindtrap<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLPpZD6jgBiIOdkNvgKrYB-3PIPPQA_S9izaqmDkCBysQcQSWsAvCBz8xrZwFNGdbmVEnAjFVv8JbRaMwvK1LQkgdpTMo3Nq8-jHQUJbj_exraNqxww8X1Gy64xOCyWve2jVvixorfPSHFnkbFZZoJ7f7shEeKHe9KSH_Jcjf1Ej6mP6rkVFh1_Hezmkw/s1920/144M%20module.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1292" data-original-width="1920" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLPpZD6jgBiIOdkNvgKrYB-3PIPPQA_S9izaqmDkCBysQcQSWsAvCBz8xrZwFNGdbmVEnAjFVv8JbRaMwvK1LQkgdpTMo3Nq8-jHQUJbj_exraNqxww8X1Gy64xOCyWve2jVvixorfPSHFnkbFZZoJ7f7shEeKHe9KSH_Jcjf1Ej6mP6rkVFh1_Hezmkw/w640-h430/144M%20module.jpg" width="640" /></a></div><p><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Daarna lijkt alles te werken, oef.<br />Enkel de squelch op 50MHz laat het afweten.<br />Bij nader onderzoek lijkt he probleem iets complexer dan eerst gedacht, vandaar deze blog.<br /><br />De (meeste) service manuals op internet zijn slecht van kwaliteit.<br />Op de site van W9CR vond ik scans van goede kwaliteit: <a href="http://wiki.w9cr.net/index.php/Kenwood_TM-742/642/942">KLIK</a><br /><br /><br />Hieronder een stukje uit het schema van de 50MHz module.<br />Het IF gedeelte is IC6. Dit is geen echt IC maar een thick-film printje.<br />Er is iets mis rond de pinnekes 9 en 10 (SC en SQ).<br />Gelukkig zijn de andere modules qua IF identiek.<br />Metingen op de 144MHz module toonden dit aan.<br />Bij de 50MHz module zijn de spanningen te laag, iets ligt kort of komt gewoon niet hoog genoeg.<br /><br />IC6 is letterlijk een black box, je kan er een SMD IC op zien, maar niet veel meer.<br />In de service manual staat niet wat daarin zit.<br /> De signalen gaan verder naar de control unit, ook in een thick-film IC. Pff...<br /><br /></p><br /><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ppyLTjvA0gDNp9VepLPVltGSVKHrxvumgyyrDqKdU4q6qbUuwEKXlNs6PRwmqYjIcO9hfez_KTdrpiF22l77iqz6CEwACfEdbLr65a_7NKqpdsZmeS0PIeKN6zfB2WneIyjqj3WZvhSZ4tKUb5XgKXUm4hreNG_yBVUWZmx-N_Lhcrw1hB1lZwc9Ppw/s796/TM742%20IF_50.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="601" data-original-width="796" height="485" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ppyLTjvA0gDNp9VepLPVltGSVKHrxvumgyyrDqKdU4q6qbUuwEKXlNs6PRwmqYjIcO9hfez_KTdrpiF22l77iqz6CEwACfEdbLr65a_7NKqpdsZmeS0PIeKN6zfB2WneIyjqj3WZvhSZ4tKUb5XgKXUm4hreNG_yBVUWZmx-N_Lhcrw1hB1lZwc9Ppw/w640-h485/TM742%20IF_50.jpg" width="640" /></a></div><br />Gelukkig is Kenwood consequent, en hebben ze IC6, dus de KCD04, ook in andere toestellen gebruikt.<br />Onder andere in de TM251, TM451, TM733.<br /><br />Bij het doorsnuffelen van deze service manuals vond ik in die van de TM251 het binnenwerk van de KCD04 volledig uitgetekend. Dat maakt de foutopsporing alvast een stuk eenvoudiger.<br /><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrUptHlZeDIcbQTFcwtx3SBwcAs-FuWEiISHVID8cmMWpzi-6ZQ5aVs96UERyxfwdulI2LRayr5Zc_S5sU-ud4Jjsns6RUUGXc5A_DCCWTCwNvcKA6TqrAkZOD4t3jmETq95WvDCyW-XVY4cNA9g4_HDDOC90yipkf9SNXwHboDzEb_2uEEKRV4k8sv6Y/s1560/TM251%20squelch.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="808" data-original-width="1560" height="332" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrUptHlZeDIcbQTFcwtx3SBwcAs-FuWEiISHVID8cmMWpzi-6ZQ5aVs96UERyxfwdulI2LRayr5Zc_S5sU-ud4Jjsns6RUUGXc5A_DCCWTCwNvcKA6TqrAkZOD4t3jmETq95WvDCyW-XVY4cNA9g4_HDDOC90yipkf9SNXwHboDzEb_2uEEKRV4k8sv6Y/w640-h332/TM251%20squelch.jpg" width="640" /></a></div><p><br /><br />Het schema van de KCD04<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbN5egdt4HShgSCVqQAis4aDAWFVJ02u0pIQAvcf-7aF_1IeFU4kDflt3mspQAYe1kChKXCqDA9_zdu43NEbPtR5YnBJiTYh3n6is1F5Mw9dgD-7DIkkRny2h49CSo76-ipJOGzzKpJ8p_zQkm_R0fivMX1j3KSEEKj79fGrAq7UMaVfhE9KPzzKTzZHA/s1242/KCD04.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="869" data-original-width="1242" height="448" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbN5egdt4HShgSCVqQAis4aDAWFVJ02u0pIQAvcf-7aF_1IeFU4kDflt3mspQAYe1kChKXCqDA9_zdu43NEbPtR5YnBJiTYh3n6is1F5Mw9dgD-7DIkkRny2h49CSo76-ipJOGzzKpJ8p_zQkm_R0fivMX1j3KSEEKj79fGrAq7UMaVfhE9KPzzKTzZHA/w640-h448/KCD04.jpg" width="640" /></a></div><p><br />En de MC3372<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnxchuRGk3xTmrtIbD2mT-LlvwepgjCaDoxKbw3yT9rX-PCqdt2f2m8t1deIPOI9eky5JmZOPXWyGGZ9ZxHdPIuAtQzl_qx6EVFCUCkESp5HHftrInv3RC19tdElQsXfqFTjmg95Tnz3e0XkjH1CckgafwbrgNAeoWNwz-4Sh9pPpu-FOI4wqGLXYvpf4/s845/MC3372.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="827" data-original-width="845" height="626" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnxchuRGk3xTmrtIbD2mT-LlvwepgjCaDoxKbw3yT9rX-PCqdt2f2m8t1deIPOI9eky5JmZOPXWyGGZ9ZxHdPIuAtQzl_qx6EVFCUCkESp5HHftrInv3RC19tdElQsXfqFTjmg95Tnz3e0XkjH1CckgafwbrgNAeoWNwz-4Sh9pPpu-FOI4wqGLXYvpf4/w640-h626/MC3372.jpg" width="640" /></a></div><p><br />Het is mooi om te zien hoe de productontwikkeling stapje per stapje evolueert en nieuwe mogelijkheden creëert. <br />Neem bvb. de TR7200 kristalbak. Gewoon een zender/ontvanger.<br />Daarna PLL zodat je niet voor iedere frequentie een kristal (of twee!) nodig had. De eerste met parallele PLL's die met een schakelaar ingesteld konden worden, of een diodematrix.<br />Dan had je de seriele PLL's.<br />Nog wat later kwamen de displays zodat je de frequentie zag staan, eerst met LED, dan met LCD. De aanwezige microprocessor maakte extra functies mogelijk, shift, memory...<br />Met steeds krachtigere processors kwamen nog meer mogelijkheden, zoals afneembaar front.<br />Dit maakte een bus tussen 'body' en display noodzakelijk, en tevens digitalisatie van analoge instellingen.<br /><br />Bovenstaand verhaal om duidelijk te maken dat gelijk wat, hier een transceiver, voortbouwt wat voordien werd 'uitgevonden'.<br />De blackbox KCD04 werd ook gebruikt in de TM231.<br />Op het schema is het SQ signaal in oranje weergegeven. Dit is gewoon een 50K potmeter aan die pin, weliswaar onder controle van de processor.<br />Dit maakt het gemakkelijker om te begrijpen wat in de TM742 gebeurt.<br />De andere pin, SC, in blauw aangeduid, lijkt nergens naartoe te lopen.<br /></p><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm0PMegk9_FbEMtW8FrGd7TC_3E8Wxbh-VeJ8kdFlrY73Io2__bB7OomOlIH-gsAq-0oMnjUC_OAhdOxiMRJBsLhp3SHbb1hoEif9bzZBl-n1q1SFcnXpvW1lYW52MypSrbZ3QFYM4MJaMH8B7L9CFmaqudcG97ArnLotxzW4nF_FRTDoHEcMlfuR3xuY/s1100/TM231%20squelch.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="785" data-original-width="1100" height="456" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm0PMegk9_FbEMtW8FrGd7TC_3E8Wxbh-VeJ8kdFlrY73Io2__bB7OomOlIH-gsAq-0oMnjUC_OAhdOxiMRJBsLhp3SHbb1hoEif9bzZBl-n1q1SFcnXpvW1lYW52MypSrbZ3QFYM4MJaMH8B7L9CFmaqudcG97ArnLotxzW4nF_FRTDoHEcMlfuR3xuY/w640-h456/TM231%20squelch.jpg" width="640" /></a></div><br /><br />Een tussenstapje verder, naar de TM451.<br />In de servicemanual staat mooi beschreven hoe de squelch werkt.<br />Je kan hierin mooi de 50K potmeter uit de TM231 herkennen, maar nu volledig digitaal bestuurd uit de processor.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-2f4sZNcpp56ubm3GT2WUHqZiFlAVH5Q9LmSZTH6BB2dvwstMF_YQfPpzh2xzW-okOkKj8Hk85AygjjPlzVWDZrra0LvPF0XXyuNvjdBBTnju4IyC3VMXxnrf0-W7se3hHCdiYDRlf-ZeWu2DW7ebGj0xND35STjJ7tHCu3ajKpoZSr5lPk4ZW6p1wFg/s624/TM451%20squelch.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="489" data-original-width="624" height="502" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-2f4sZNcpp56ubm3GT2WUHqZiFlAVH5Q9LmSZTH6BB2dvwstMF_YQfPpzh2xzW-okOkKj8Hk85AygjjPlzVWDZrra0LvPF0XXyuNvjdBBTnju4IyC3VMXxnrf0-W7se3hHCdiYDRlf-ZeWu2DW7ebGj0xND35STjJ7tHCu3ajKpoZSr5lPk4ZW6p1wFg/w640-h502/TM451%20squelch.jpg" width="640" /></a></div><br /><br />In het schema van de TM733 vind je wat meer detail van wat er precies in IC4 hierboven zou kunnen zitten, in het blauw kader aangeduid.<br />Vermits een 4066 maar 4 analoge switchen aan boord heeft, is de 'vijfde' een gewone transistor. Dat spaart plaats en kosten in plaats van een 4066 maar voor 1/4 te gebruiken.<br />Merk ook op dat Q1 hierboven in het eerste gebruik van de KCD04 IF module niet gebruikt werd. <br />Dat ene FETje kon er anders gewoon bijgeplaats worden.<br /><br /><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOLDWu3lRjku0ezQGffsSbf1kvDGIecyoR8VLsWbSY3ffu2qJNn6Wcph_c1EE2Ng3nyXh8KwNBhjZ1QkQpJIFIjifwIsGs_DGrEHFUIYfbdN0_kS1Pj2TyBeNb84zUb3gU1qY3e0GW9EbFfnY0_xwNjpUQNpWR9rTEkyKyMyNXEdaF706dnYdNMedk3GI/s1017/TM733%20squelch.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="799" data-original-width="1017" height="502" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOLDWu3lRjku0ezQGffsSbf1kvDGIecyoR8VLsWbSY3ffu2qJNn6Wcph_c1EE2Ng3nyXh8KwNBhjZ1QkQpJIFIjifwIsGs_DGrEHFUIYfbdN0_kS1Pj2TyBeNb84zUb3gU1qY3e0GW9EbFfnY0_xwNjpUQNpWR9rTEkyKyMyNXEdaF706dnYdNMedk3GI/w640-h502/TM733%20squelch.jpg" width="640" /></a></div><br /><br /><br /><br /><br /><br />En eindelijk terug bij de TM742.<br />In de servicemanual is niet echt veel te vinden over de werking, wel deze tabel die aangeeft dat de blackbox IC113 ook een 4094 schuifregister bevat.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0aYrhgcfW4Asd8B5sUS2rq5JiJgQYOd7UvWdr5pgQFCxaxQ7Jtad_ppKZJWgee2n1WWXr6e1-OOhXMlj1OOfFc_LA7ZUo-Qc34QlmyKZ2SYF7AQQTDkCWvvdCZ0E6D84Sl9ljDfdYNcTyYwXhD4PcHTDNqUgx1uDnW6izI3lyZsSLDdk-Sh1meFeSSf8/s731/TM742%20squelch1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="351" data-original-width="731" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0aYrhgcfW4Asd8B5sUS2rq5JiJgQYOd7UvWdr5pgQFCxaxQ7Jtad_ppKZJWgee2n1WWXr6e1-OOhXMlj1OOfFc_LA7ZUo-Qc34QlmyKZ2SYF7AQQTDkCWvvdCZ0E6D84Sl9ljDfdYNcTyYwXhD4PcHTDNqUgx1uDnW6izI3lyZsSLDdk-Sh1meFeSSf8/w640-h308/TM742%20squelch1.jpg" width="640" /></a></div><br /><br />Stukje uit het TM742 schema van de control unit.<br />Daar moeten we straks eens meten, ook op IC113 zelf die gelukkig niet van een verflaag voorzien is.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJBwet5nX8SIDi97dbwsjJ_anYg7Cttl0b20Hnny741HWTn8p1_lGl9cl9l_oykrgDRJpQNW_Kg2AyvBAlKRtTrfiSGXEvNLHq57eXKnb0GodkwIPObUztJ_7iNXe0CCpN4QQ-PGw07QHBe7Gjal-GIDd7mEJzdjyynzHLuam7i12PA6yixp9GmFpTu8I/s1562/TM742%20squelch2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="838" data-original-width="1562" height="344" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJBwet5nX8SIDi97dbwsjJ_anYg7Cttl0b20Hnny741HWTn8p1_lGl9cl9l_oykrgDRJpQNW_Kg2AyvBAlKRtTrfiSGXEvNLHq57eXKnb0GodkwIPObUztJ_7iNXe0CCpN4QQ-PGw07QHBe7Gjal-GIDd7mEJzdjyynzHLuam7i12PA6yixp9GmFpTu8I/w640-h344/TM742%20squelch2.jpg" width="640" /></a></div><br /><br />Wordt vervolgd.<br /><br />21 sep 2023<br />Daar zit het probleem niet, wel aan de aansluiting SC.<br />Hieronder de blackbox IC6 - KCD04 - en de FM discriminator samen.<br />Bij een gesloten squelch moet de spanning op pin 9 (SC) 4.5V zijn, dit wordt bijlange niet gehaald.<br /><br />Werking van de squelch: <br />zonder signaal wordt de ruis door de 'filter amp' in de 3372 door een HPF filter gestuurd, versterkt door Q1 op IC6, en gelijkgericht. Deze spanning wordt regelbaar gemaakt met de elektronische potmeter met 4094 schuifregister, en wordt toegevoerd aan pin 12 (SQin) van de 3372 die uiteindelijk de mute transistor aanstuurt.<br />Belangrijk: SC wordt aan de I/O expander op het control board met 3.3 van Vdd gepullupped.<br /><br />Mogelijke oorzaken dat de SC pin laag blijft: <br />De FET Q1, de pin van I/O expander, de mute transistor in de 3372.<br />De eerste twee mogelijkheden werden uitgesloten door enkele metingen.<br />De meest voor de hand liggende oorzaak is het C-tje van 1uF dat lekt (nog nader te onderzoeken).<br /><br />Uit een werkende TM241 werd de IF module uitgesoldeerd, en vervangen.<br />Het uitsolderen is een lastige klus waar bij de TM241 enkele eilandjes beschadigd werden.<br />Bij de TM742 gelukkig geen schade, en na vervangen werkt de squelch opnieuw.<br /><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfWEtAQC2sgTHvsvBGYNBRlal2PemKOWi36yZmoOOZU0ZZtshxTW9tphExXcnYg39-ii9xpAQVhbpvtpLlIe_Cot7VqvizB9YFKg84d9DtpzbTE4t5jF0DeD3UUJCZ8ZlafhMyxHPXWdZ6RHdiSLa0U7tDKn9BTt2s1z6YDE9G8v8liC8w1ABFezXO3fA/s1724/3372.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="836" data-original-width="1724" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfWEtAQC2sgTHvsvBGYNBRlal2PemKOWi36yZmoOOZU0ZZtshxTW9tphExXcnYg39-ii9xpAQVhbpvtpLlIe_Cot7VqvizB9YFKg84d9DtpzbTE4t5jF0DeD3UUJCZ8ZlafhMyxHPXWdZ6RHdiSLa0U7tDKn9BTt2s1z6YDE9G8v8liC8w1ABFezXO3fA/w640-h310/3372.jpg" width="640" /></a></div><br /><br />In principe moet enkel nog de Li backup batterij vervangen worden, en verder gecontroleerd bij zenden.<br /><br /><br />Nog aan te vullen:<br />Herstelling van de KCD04 module.<br /><br />Bijna een onbegonnen zaak om aan een thick film in zwarte epoxyverf te werken.<br /><br />De IF module (KCD04) in het 50MHz gedeelte.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCZPOukSCmDb1qD4dcf3BIZzJDpIFzXr6XCeP34dt8wLo3Xk8HM3ifV5NowozbW5hCZYwciHlEblOcbQYciKFQ9exx9jiWZr6C4MhjhR79ZpR453DgVssH4PEM-vdHbcsuSwBozcMHgR6hUjKn0X26nUrqN2MuFvqjCTu6f4rrqGcnlm4ynrRnkqpT2eg/s1920/TM742%20detail%20IF.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCZPOukSCmDb1qD4dcf3BIZzJDpIFzXr6XCeP34dt8wLo3Xk8HM3ifV5NowozbW5hCZYwciHlEblOcbQYciKFQ9exx9jiWZr6C4MhjhR79ZpR453DgVssH4PEM-vdHbcsuSwBozcMHgR6hUjKn0X26nUrqN2MuFvqjCTu6f4rrqGcnlm4ynrRnkqpT2eg/w640-h480/TM742%20detail%20IF.jpg" width="640" /></a></div><br /><br />Met wat moeite en geluk netjes uitgesoldeerd<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_MLS2khAvI9r3r-rQW2RhsJyukoqUoFewvGSJe1eBEASpjNdEQq_8hPhvNrlIDzBKQGjkBbYXnzfzu-HoOWsTFR1YS61XMBqu7B6xYduGoXlZGU1W5HjhFP8hMqeZ2z-_xJh_DIRuFna2KQ5D29dlP_ULbznb1XeMnSJdGRNTnqvzA5OkTwmZa8J3Vs/s1920/IF%20TM742%20los.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_MLS2khAvI9r3r-rQW2RhsJyukoqUoFewvGSJe1eBEASpjNdEQq_8hPhvNrlIDzBKQGjkBbYXnzfzu-HoOWsTFR1YS61XMBqu7B6xYduGoXlZGU1W5HjhFP8hMqeZ2z-_xJh_DIRuFna2KQ5D29dlP_ULbznb1XeMnSJdGRNTnqvzA5OkTwmZa8J3Vs/w640-h480/IF%20TM742%20los.jpg" width="640" /></a></div><br /><br />De TM241 waar de KCD04 uitgesoldeerd werd. Ook met moeite, en minder geluk: teminste 2 eilandjes moeten hersteld worden.<br /><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqdPoVT9tUQg0zDjZ02HimnahvorB-IzmGh5NcUzqFu5T38FFksglHh-SFN9x_SoPyR_Hv6R1dBbmYY9Y2LB5CvubxvMaXiR55TsDbEnVri2u5Z46HXSM-X6GaSIt48QafKPuCzhRqpD5bL9IB6_bQ4Tvzb1TWHBLMfV9nBG-c2iZ8xXDwV39mXk_Q0QY/s1920/TM241%20IF%20los.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1156" data-original-width="1920" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqdPoVT9tUQg0zDjZ02HimnahvorB-IzmGh5NcUzqFu5T38FFksglHh-SFN9x_SoPyR_Hv6R1dBbmYY9Y2LB5CvubxvMaXiR55TsDbEnVri2u5Z46HXSM-X6GaSIt48QafKPuCzhRqpD5bL9IB6_bQ4Tvzb1TWHBLMfV9nBG-c2iZ8xXDwV39mXk_Q0QY/w640-h386/TM241%20IF%20los.jpg" width="640" /></a></div><br />Het idee was om in de gaatjes van IC1 een voetje te plaatsen zodat er eventueel een nieuwe KCD04 kon geplaatst worden mocht die nog te vinden zijn.<br />Op onderstaande foto zie je dat de pitch van de module 2mm is in plaats van de gebruikelijke 2.54mm.<br />Je kan ook zien dat van de elkos op de thickfilm de verf afgeschraapt werd om de waarde te zien, en aan de aansluitingen te kunnen.<br />DC metingen geven geen uitsluitsel over mogelijke lek, dat moet later in de schakeling zelf onderzocht worden. Door het voetje kunnen testdraadjes aangesloten worden. <br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8lPfNFZQ5DY_VKlMWrSPrib0ooBJR9XStNa_DdGT8xeLziIFq_illP3LEcqWAwXmcYl7GEoobrZcf6eWKbMzIBCxfo-wHn1UYJBZSxUzUhM1uZBvWDIdxCN7of7Bdr_xghFX5-ywuTUGmDdrwnrVMk5A9ctEQBRUdbEnNw90csK5FRm-PyuG_I_8AH10/s1920/TM241_IF_voetje1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1229" data-original-width="1920" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8lPfNFZQ5DY_VKlMWrSPrib0ooBJR9XStNa_DdGT8xeLziIFq_illP3LEcqWAwXmcYl7GEoobrZcf6eWKbMzIBCxfo-wHn1UYJBZSxUzUhM1uZBvWDIdxCN7of7Bdr_xghFX5-ywuTUGmDdrwnrVMk5A9ctEQBRUdbEnNw90csK5FRm-PyuG_I_8AH10/w640-h410/TM241_IF_voetje1.jpg" width="640" /></a><br /><br />Er werd nog een poging gedaan om de losse pinnen te gebruiken, maar die zijn juist iets te groot.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh19cQloFy8PU4ppzgVFdbzpU_TXsZ25qOYD9EwNvNrVg5j0CescjMl8dgaR-JMFaQPi1LwwedesrBC6BdwunqzSKYlgbnB-A0MdUK7A5dcnqizsN7u5R26qVXU3FlSo3aI1F9GkiKdT_6NG5wE7d7vpgRGkDw9xfSpG1ioeGiSdbEfU8cL7dJ9T4k0Q78/s1920/TM241_IF_voetje2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh19cQloFy8PU4ppzgVFdbzpU_TXsZ25qOYD9EwNvNrVg5j0CescjMl8dgaR-JMFaQPi1LwwedesrBC6BdwunqzSKYlgbnB-A0MdUK7A5dcnqizsN7u5R26qVXU3FlSo3aI1F9GkiKdT_6NG5wE7d7vpgRGkDw9xfSpG1ioeGiSdbEfU8cL7dJ9T4k0Q78/w640-h480/TM241_IF_voetje2.jpg" width="640" /></a><br /><br /><b><br />Controle, controle, controle</b><br /><br />Terug naar de TM742.<br />Als laatste moest een nieuwe backupbatterij geplaast worden. Ik gebruik CR2032 cellen op blister van de Aktion, zonder aansluitlippen. Deze batterijen zijn niet soldeerbaar zodat er een houder gebruikt wordt. Het geheel wordt met losse draadjes aangesloten, van krimpkous voorzien en ergens in het toestel weggemoffeld.<br /><br />foto van een origineel gemonteerde batterij. Met wat priegelwerk kan ze losgesoldeerd worden zonder de PCB los te maken.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9rRL49rbZCVkbccPHulfQUDtel97QqxsY2LSEm1ELC2qJIEUBKOfzgKW-I5e59O2F-dcaMsqBfvWXmB7p_ahf4d1QVDtfU35a_AeppVK6CC426qVVS53zhL3GX3Yxqrsyx9AIy6AtZaFP7B8zff_MNQFACjtfB-7NuKUomymY6KHIqTXx0IUVTzanyn4/s870/backup3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="660" data-original-width="870" height="486" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9rRL49rbZCVkbccPHulfQUDtel97QqxsY2LSEm1ELC2qJIEUBKOfzgKW-I5e59O2F-dcaMsqBfvWXmB7p_ahf4d1QVDtfU35a_AeppVK6CC426qVVS53zhL3GX3Yxqrsyx9AIy6AtZaFP7B8zff_MNQFACjtfB-7NuKUomymY6KHIqTXx0IUVTzanyn4/w640-h486/backup3.jpg" width="640" /></a><br /><br /><br />foto van de nieuwe batterij, in krimpkous.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg345k4vZW_MAv6DAjETasFVpoUzxxc1omm-Rk9xxh0OnsmhZO2Rs1Dis5mPMcTbxRtMp_Z7SBPNCJxxXuG4XuQPCVlLNb5p5HBkXTnUbJqzlqCVJGbknk2JNFQfaNFaWxzftnY1jfjBm6NwK7pANvbG4G1tr_HaGvUD4B8Nwny1XMCzdMa6IsD0mI_JwE/s1920/backup4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg345k4vZW_MAv6DAjETasFVpoUzxxc1omm-Rk9xxh0OnsmhZO2Rs1Dis5mPMcTbxRtMp_Z7SBPNCJxxXuG4XuQPCVlLNb5p5HBkXTnUbJqzlqCVJGbknk2JNFQfaNFaWxzftnY1jfjBm6NwK7pANvbG4G1tr_HaGvUD4B8Nwny1XMCzdMa6IsD0mI_JwE/w640-h480/backup4.jpg" width="640" /></a><br /><br />De backup lijkt niet goed te werken. Werd er onbewust een nieuwe fout gemaakt?<br />De spanning is OK.<br />Na een nachtje slapen werd de oplossing gevonden.<br /><br /><br />Het schema van het backup gedeelte, niets spectaculairs.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjas-qhy9AOgldRYLGmZ_yCxRxesuRA6OxGOUfl41blCyPP3nq3_yAX6J8aXzXu7WVfiPvzEuE1JvBYoNrx9zLpOEYXmgvdnlQWQ6gu9Y58QK6HQ6WxAL9VSSRaWaFypCiRPvmjsLGC9PrMNz0mFEnUc8Mk7AbTvOCL5FOFw06QZRZV_ZIPFdhM5imMToc/s1409/backup1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="643" data-original-width="1409" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjas-qhy9AOgldRYLGmZ_yCxRxesuRA6OxGOUfl41blCyPP3nq3_yAX6J8aXzXu7WVfiPvzEuE1JvBYoNrx9zLpOEYXmgvdnlQWQ6gu9Y58QK6HQ6WxAL9VSSRaWaFypCiRPvmjsLGC9PrMNz0mFEnUc8Mk7AbTvOCL5FOFw06QZRZV_ZIPFdhM5imMToc/w640-h292/backup1.jpg" width="640" /></a><br /><br />De layout van het backupgedeelte.<br />De plus van de originele batterij heeft 2 pinnen.<br />Vanwege bereikbaarheid werd de rode draad van de nieuwe batterij in het onderste gaatje gestoken.<br />Tsja, zo kan dat niet werken, dat eilandje zweeft gewoon.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuu6hdyRQWTKY5qhvIGo9lf0neSxWuC0lU8PCJxyDf4d22VH1nlEPjfoPUcTJmETbS-eGirW9KgRUCCW2Mobru0kO_Sa_51qNKdo8FjwqWPDg72WdjK2jxPKILruDMGFK3D1OVC2TyOEtAvDWYRbJ3ReHo8af6xcwUIZ5IWurcM1b5stw0mBnahCjAg2s/s932/backup2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="843" data-original-width="932" height="578" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuu6hdyRQWTKY5qhvIGo9lf0neSxWuC0lU8PCJxyDf4d22VH1nlEPjfoPUcTJmETbS-eGirW9KgRUCCW2Mobru0kO_Sa_51qNKdo8FjwqWPDg72WdjK2jxPKILruDMGFK3D1OVC2TyOEtAvDWYRbJ3ReHo8af6xcwUIZ5IWurcM1b5stw0mBnahCjAg2s/w640-h578/backup2.jpg" width="640" /></a><br /><br /><br />Ter info: linkje naar VK3ZPF ivm. backupbatterij: <a href="https://vk3zpf.com/2011/01/tm742a-battery-replaced-finally.html">KLIK</a><br />Nog een link, meer algemeen naar de blog van PA8E: <a href="https://pa8e.nl/new-radio-shack-kenwood-tm-742e/">KLIK</a><br /><br /><br /><br /><br /><br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-80387919797356956122023-09-13T00:33:00.003-07:002023-09-13T01:19:10.300-07:00ON0HVL WSPR: vervanging 6m antenne - resultaten<p>(13 september 2023)<br />Dit jaar, op 29 maart 2023 werd het 10m en 6m WSPR baken geïnstalleerd.<br />Omdat we de 6m antenne vergeten waren moest een noodantenne met de beschikbare middelen gemaakt worden: een eenvoudige, verticale draaddipool.<br />Zie de algemene blog over ON0HVL: <a href="https://harrysradios.blogspot.com/2021/11/on0hvl.html">KLIK</a><br /><br />foto van de draaddipool<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw5uRZ8jMZSi8yMCE1tpiyxhegfDWK1e5xspaEZXoJpXw4OnrYViAgnh4VMqzkvaBVmXskSo38rh65O3oZOPcaC4KHHRgtSb8fphlfT-eybdNPeHVUTwK_O5G2UIf-ednPkhmBdqdVcfTL_JAj6o7-8hufGljD7-we_qntSJXizv8xe3vgM1ZlrQ10yVw/s1920/image028.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw5uRZ8jMZSi8yMCE1tpiyxhegfDWK1e5xspaEZXoJpXw4OnrYViAgnh4VMqzkvaBVmXskSo38rh65O3oZOPcaC4KHHRgtSb8fphlfT-eybdNPeHVUTwK_O5G2UIf-ednPkhmBdqdVcfTL_JAj6o7-8hufGljD7-we_qntSJXizv8xe3vgM1ZlrQ10yVw/w640-h480/image028.jpg" width="640" /></a><br /><br /><br /><br />Het WSPR baken moest op vraag van het BIPT voor de NAVO maneuvers tegen 18 sept uitgeschakeld worden. Dit werd op 12 september uitgevoerd.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinJMGUzguE011SvONrVLdpTD-RGndfh_Q2WiaQLRCNTBOYFtqea3U-hyMTvpJLZGRE5tBZHATH9_tjf0Y_OV0BnJyXSpR0fn1IciKQJTyS1n2lEJTP4PgJTr7NwAIg1JI5K3hQXvJds9JAseb8mdBiMxhJpv_8erTlrbGGjJ2BhGP9SSiCaIismUuDJFc/s1190/BIPT%20NAVO.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="651" data-original-width="1190" height="350" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinJMGUzguE011SvONrVLdpTD-RGndfh_Q2WiaQLRCNTBOYFtqea3U-hyMTvpJLZGRE5tBZHATH9_tjf0Y_OV0BnJyXSpR0fn1IciKQJTyS1n2lEJTP4PgJTr7NwAIg1JI5K3hQXvJds9JAseb8mdBiMxhJpv_8erTlrbGGjJ2BhGP9SSiCaIismUuDJFc/w640-h350/BIPT%20NAVO.jpg" width="640" /></a><br /><br /><br /><br />Uiteraard zal het WSPR baken na 30 september opnieuw ingeschakeld worden.<br />Van die gelegenheid zal tevens gebruik gemaakt worden om de definitieve 6m antenne te plaatsen, en ook om het 4m gedeelte te aktiveren.<br /><br />Om de resultaten van de nieuwe antenne te kunnen beoordelen werden de rapporten gemaakt vanuit WSPRNET.ORG voor enkele stations.<br /><br />Wordt vervolgd.<br /></p><p><b>Todo lijstje voor de volgende keer</b><br />- plaatsen antenne 4m/6m<br />- instellen WSPR software ook voor 4m<br />- vervanging tempmonitor<br /><br /><br /><b>Meenemen:</b><br />opgeladen laptop / Zachtek SW / Arduino IDE / FTDI, kabel <br />antenne 4m 6m + bevestigingsmateriaal + kabel<br /><br /><b>Ideetjes</b><br />tweede antenne WSPR 6m via bandselectie?<br />remote control via repeater/DTMF of 4G, bvb baken 24G <br /><br /><br /><br />---------------------------------------------------------------------------------------------<br />Rapporten nog op te schonen<br /><br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0KvkScMry_t2wbo4XXY3RLhyhTNuPPyXSg3gex2b4sk0ClR1qIX1XK9dxMoXRgOKxAOdYpb1udGRsKhnX_0Gb95V4urcdr_ebqf20IEs802BIAS1JMFzN6bytGlgs9Q5G6j8_4G-f8vpbjyLNbSeZ55m7OzuhVGsb2K27JJaGtG4nninBqwWKE72kjPc/s1419/spots%20ON1AHT_3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="819" data-original-width="1419" height="370" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0KvkScMry_t2wbo4XXY3RLhyhTNuPPyXSg3gex2b4sk0ClR1qIX1XK9dxMoXRgOKxAOdYpb1udGRsKhnX_0Gb95V4urcdr_ebqf20IEs802BIAS1JMFzN6bytGlgs9Q5G6j8_4G-f8vpbjyLNbSeZ55m7OzuhVGsb2K27JJaGtG4nninBqwWKE72kjPc/w640-h370/spots%20ON1AHT_3.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggt3mXL4vq5pzSkF7YB9Gu0CQAQLuNjEsvf62nMrRB8VyrLu5IdfapfUm7aZXhz-5vSoZ3jtS9f2i9FMkXq8weHV5CacoD0YbQBM0t0YCR6KUXuPcoEovLvOPrtrB-dFPKBPrPJE6fIuNyAJNLe_a6lU_w2YKRxTqxym05yj6JnxSYM72nmTJsKAu3yOk/s1237/spots%20ON1AHT_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="827" data-original-width="1237" height="428" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggt3mXL4vq5pzSkF7YB9Gu0CQAQLuNjEsvf62nMrRB8VyrLu5IdfapfUm7aZXhz-5vSoZ3jtS9f2i9FMkXq8weHV5CacoD0YbQBM0t0YCR6KUXuPcoEovLvOPrtrB-dFPKBPrPJE6fIuNyAJNLe_a6lU_w2YKRxTqxym05yj6JnxSYM72nmTJsKAu3yOk/w640-h428/spots%20ON1AHT_2.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyL6ashGFu4EWus_tM5rAvgOoFUHQz1nrsF3OTZOcJQ_TDYEb6tkBcq5-UiRzj_M449Ew7clyq5zEOIf45LrNxo57CPsIQbFKkldTvtffjtzpfDUmk0V5SHm28aLquH4_JL-cfWy8ipbKO18_yEenQZzCeOMjTR1rT0-6zCmEJ5q8bQb_27pdWc_HruVU/s1243/spots%20ON1AHT_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="797" data-original-width="1243" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyL6ashGFu4EWus_tM5rAvgOoFUHQz1nrsF3OTZOcJQ_TDYEb6tkBcq5-UiRzj_M449Ew7clyq5zEOIf45LrNxo57CPsIQbFKkldTvtffjtzpfDUmk0V5SHm28aLquH4_JL-cfWy8ipbKO18_yEenQZzCeOMjTR1rT0-6zCmEJ5q8bQb_27pdWc_HruVU/w640-h410/spots%20ON1AHT_1.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; 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margin-right: 1em;"><img border="0" data-original-height="801" data-original-width="1213" height="422" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhftyomoO_WYCCMPz7zCS9QXIUjnjVYcYn3fxCojnfWu57R7ny2EHoEcEudqTq3N-p1t_eYpqxglqxWUiIN2_fvRlGy-WvPPR00jLlpB9tDWc9Xl6R47BpLg0JnpCtwK4E5L_dmc0oo6YD5mUc5c0hul48i21Mjf6uDCL0A8RHlfJrrj6-g0076xYDol4I/w640-h422/spots%20ON1AFB_2.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXiZkwrBI_8DHC35pU0sNnAhVkzfu7qTWrn9l-3AbBsA_P72ATwNZJpeiSHnugKUOiVW8YsMHz1p8HrPFv0eSebqZFgkF-vrQouaH99VsZ8eJaSf1FsrBZNQW4Y2G3JQdKLw5ox6UGUHjhZ4wID1qJS3_TFscmgTcmwTznz11njRixwn_35aysz0_fDRg/s1282/spots%20ON1AFB_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="802" data-original-width="1282" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXiZkwrBI_8DHC35pU0sNnAhVkzfu7qTWrn9l-3AbBsA_P72ATwNZJpeiSHnugKUOiVW8YsMHz1p8HrPFv0eSebqZFgkF-vrQouaH99VsZ8eJaSf1FsrBZNQW4Y2G3JQdKLw5ox6UGUHjhZ4wID1qJS3_TFscmgTcmwTznz11njRixwn_35aysz0_fDRg/w640-h400/spots%20ON1AFB_1.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFFz6Wxsjt05SVgLwcLtkjjnz0BB0wvUzYlDaYF-mwd0-jmI1gmmdv1Xyd7SxGGsUHnn1s4yWxlKfeQ0umZ6ikwI-YSQTo8oVTNb09aFafinjNSNXjzWY4Oy-aosYgDkivTDEuQ6MoC8Ac3t5iY2RUMAokipWaPw8drvQmUzifXar298-Af5cNrJQiH4o/s854/spots%2014%20dagen%20unique%2012%20sep%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="547" data-original-width="854" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFFz6Wxsjt05SVgLwcLtkjjnz0BB0wvUzYlDaYF-mwd0-jmI1gmmdv1Xyd7SxGGsUHnn1s4yWxlKfeQ0umZ6ikwI-YSQTo8oVTNb09aFafinjNSNXjzWY4Oy-aosYgDkivTDEuQ6MoC8Ac3t5iY2RUMAokipWaPw8drvQmUzifXar298-Af5cNrJQiH4o/w640-h410/spots%2014%20dagen%20unique%2012%20sep%202023.jpg" width="640" /></a></div><br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-73536447663213558502023-09-10T00:02:00.001-07:002023-09-10T00:08:28.609-07:00uit de oude doos 1996: ZRC 10GHz ATV baken <p><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhda10fIa3_e0WlDkZsncnQgWKS9Y98Uhn4FMBHjeoQgrwqtyIkZMohCCd0gnUF0E2wxKlj8Suwg3HvpCaIw0IqT8-5JgP5UcPFD2_-xbhgaIoGxHRzGir2DcTm5LaSvRNCgGWxw-4VUaLM0NnWiN4ew9AA5tRgztyfid_SNImdYYlfMo919TNki-ht5Q4/s1280/P1170831a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhda10fIa3_e0WlDkZsncnQgWKS9Y98Uhn4FMBHjeoQgrwqtyIkZMohCCd0gnUF0E2wxKlj8Suwg3HvpCaIw0IqT8-5JgP5UcPFD2_-xbhgaIoGxHRzGir2DcTm5LaSvRNCgGWxw-4VUaLM0NnWiN4ew9AA5tRgztyfid_SNImdYYlfMo919TNki-ht5Q4/w640-h480/P1170831a.jpg" width="640" /></a><br /><br /><br /><br />ZRC staat voor UBA Zwevegemse Radio Club en was destijds gevestigd in de Orveiestraat in het gehucht Zwevegem Knokke. De clubcall was ON4ABC.<br />Hier was een groot plat dak op ongeveer 15m hoogte, en dus ideaal voor experimenten.<br />Zij waren vooral actief met ATV, en in de glorietijden stond er onder andere een (zwartwit) camera op het dak, gericht naar de N8 richting Kortrijk. Deze, en andere beelden werden gebruikt voor het ATV baken op 23 cm. Later is er nog een 10GHz baken bijgekomen.<br />Het geheel was bestuurbaar met DTMF, en via packet met de Commodore C64.<br />Omdat de electriciteitsinstallatie niet gekeurd was werd de (gratis) stroom afgesloten.<br /><br />Om toch een beetje verder te kunnen werken, werd het 10GHz baken omgebouwd naar batterijvoeding.<br />De voornaamste zorg hierbij is het standby stroomverbruik, zie verder.<br /><br /><br />Lokatie van ZRC<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpLv7BfjyrM0YpK1GI8qlOap0GrwxDz9oTFz4U0sum3PqJossN1r6kvnUYwKVqVCC4UjXPvicLtOIjx48VR5YxjmEgPVPQJQqP6qlwZD48tKeFrLnj0BzBHgaOcV2WT5MSw5W8WuS7RvPGY-BCjNJYOq1orDszb9pkIzQm_d-hxlsl-6-rnMr2GLW5Pvg/s1081/plan.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="811" data-original-width="1081" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpLv7BfjyrM0YpK1GI8qlOap0GrwxDz9oTFz4U0sum3PqJossN1r6kvnUYwKVqVCC4UjXPvicLtOIjx48VR5YxjmEgPVPQJQqP6qlwZD48tKeFrLnj0BzBHgaOcV2WT5MSw5W8WuS7RvPGY-BCjNJYOq1orDszb9pkIzQm_d-hxlsl-6-rnMr2GLW5Pvg/w640-h480/plan.jpg" width="640" /></a><br /><br />Een foto met nog juist de letters ZRC op het dak zichtbaar<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjStMJqGem0pMCNJ38g3D3EjTxT0UIASNlks-WGAl5OcygVX9poLzVNz38gHtnE74Fc2PvY15KdzgWQl2s0PT_Vgud7abSVDti20dxkjv4ScDeep5mmgcEN9DH5JIcuy2pSCw8fiEN7CGZtG27o1rKtu6Bu_AnM9JyZazn5m5b2vxMR4YqzikuLY7vHp0o/s1024/ZRC.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjStMJqGem0pMCNJ38g3D3EjTxT0UIASNlks-WGAl5OcygVX9poLzVNz38gHtnE74Fc2PvY15KdzgWQl2s0PT_Vgud7abSVDti20dxkjv4ScDeep5mmgcEN9DH5JIcuy2pSCw8fiEN7CGZtG27o1rKtu6Bu_AnM9JyZazn5m5b2vxMR4YqzikuLY7vHp0o/w640-h480/ZRC.jpg" width="640" /></a><br /><br /><br />Hieronder een beschrijving van de toemalige installatie, gebaseerd op herinneringen en onvolledige documentatie.<br /><br />De kast van het 10GHz baken moest onaantrekkelijk zijn om eventuele diefstal te voorkomen.<br />Het front is een mislukte versie van een draagbare 23cm ATV zend-ontvanger waar aan de rechterkant een kleine Z/W monitor zit, vandaar de vreemde opening.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvA_MdyFYcbZRVuwCMrJkFgZxYUO_f9Or1JjbxI9vAHqslB_1MufY9j93VvjhIYgBfuZt_hViVodDCbFJmZZ4lTobT77bG1-a3RdCivtFRDtJbGvm_pUQQjmhw2axx-hHoiqzwYKN8nDhZ0p3PlDLjgs2yE0pel2lQiXtVY0qzcUDzjfl1Dqke0Qmwykw/s1280/P1170840a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvA_MdyFYcbZRVuwCMrJkFgZxYUO_f9Or1JjbxI9vAHqslB_1MufY9j93VvjhIYgBfuZt_hViVodDCbFJmZZ4lTobT77bG1-a3RdCivtFRDtJbGvm_pUQQjmhw2axx-hHoiqzwYKN8nDhZ0p3PlDLjgs2yE0pel2lQiXtVY0qzcUDzjfl1Dqke0Qmwykw/w640-h480/P1170840a.jpg" width="640" /></a><br /><br /><br />De inhoud van de kast. De batterijhouders werden uiteindelijk niet gebruikt wegens slecht kontakt, en vervangen door gel-accus.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM7LcPm4Lc8jM9m9ORsMZYWjiX75Ml_AvNHc7SitWbxfiWC3rOwdQApmtLAAG8rrBCjvxH8VFJRmelvgv7ltq--MV4KLJzw2_PIOUw5xjvDroNsqsFOTWJSi0kGLQmUTtSYvUhTgSxbtUS-2sSFlu1c7HEufEnn50uravVVTDKOp-rAY45d9KAkFe1VxQ/s1280/P1170834a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM7LcPm4Lc8jM9m9ORsMZYWjiX75Ml_AvNHc7SitWbxfiWC3rOwdQApmtLAAG8rrBCjvxH8VFJRmelvgv7ltq--MV4KLJzw2_PIOUw5xjvDroNsqsFOTWJSi0kGLQmUTtSYvUhTgSxbtUS-2sSFlu1c7HEufEnn50uravVVTDKOp-rAY45d9KAkFe1VxQ/w640-h480/P1170834a.jpg" width="640" /></a><br /><br /><br /><b>De inhoud in detail:<br /></b><br />de testbeeldgenerator met 2764 EPROM<br /><br />Voor ieder beeld moest een manueel 128*64 bitmap gemaakt worden.<br />Het prototype werd op ruitjespapier getekend, de HEX waarde van de kleur bepaald (3bit) en manueel een bestand aangemaakt worden.<br />Later werd een tooltje gemaakt waarbij MS Paint gebruikt werd om het beeld te tekenen, en uit het BMP bestand de hex waarden te halen om de EPROM te programmeren.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyy3oXhtJZC-BXPJmyjMPTl-mCQCMzJPSKvuSx0XWh0llj1AfL4JVhyWT3yZyMNmGziGHjO961ZcpSjoS24izMvAoXwtps_6_inXnfWI_zmEl-f2Byh3GQtFHso6SZVuf9R1C2jvGPJxZ2-6zWGACvnaVWdMlypsuoiG_Pngws2s2-FS8_cRlPvGkNozY/s1280/P1170838a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyy3oXhtJZC-BXPJmyjMPTl-mCQCMzJPSKvuSx0XWh0llj1AfL4JVhyWT3yZyMNmGziGHjO961ZcpSjoS24izMvAoXwtps_6_inXnfWI_zmEl-f2Byh3GQtFHso6SZVuf9R1C2jvGPJxZ2-6zWGACvnaVWdMlypsuoiG_Pngws2s2-FS8_cRlPvGkNozY/w640-h480/P1170838a.jpg" width="640" /></a><br /><br />het schema van de testbeeldgenerator getekend in Orcad<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9h3OEdvSgABLnGw9AOV47RudYkU_aB7sDSfrAWBxzpmz5ixLDRW1mxUUdoiCuhH2Sd4Kek35e7yHFHZAN_QVrvUF6uVgmeuIYle8o0dzL-B8WMLTM1wwPExvjpVGKcKq4YccE05nFrRrDLkLh9hcyCBlnHgjTdCh_0XVgrM0UtiGAaUdIZdAWxWn8RvY/s1979/ZRC%20Solar%20baken%2010GHz%20mire.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1510" data-original-width="1979" height="488" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9h3OEdvSgABLnGw9AOV47RudYkU_aB7sDSfrAWBxzpmz5ixLDRW1mxUUdoiCuhH2Sd4Kek35e7yHFHZAN_QVrvUF6uVgmeuIYle8o0dzL-B8WMLTM1wwPExvjpVGKcKq4YccE05nFrRrDLkLh9hcyCBlnHgjTdCh_0XVgrM0UtiGAaUdIZdAWxWn8RvY/w640-h488/ZRC%20Solar%20baken%2010GHz%20mire.jpg" width="640" /></a><br /><br />en de toegevoegde spanning en stroom aanduiding, het schema is niet volledig<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpKMduUSieBGzolxWvvbF2U-6pGCnP8g6ZBYcJnKFR05d55hRPUS-X3iiuxOP907AHNOuLlrHBdRZPCAwksfgRRN5BuJrUTg0lxIeHZwAJbnFiYpbwKiG0hOXCqFgXW-tQZjPppeI4IEWdBX9xyvvviaDMTwdJJEHovl2yk8aN3HeOkEO0BKVYFboMZGU/s2093/ZRC%20Solar%20baken%2010GHz%20power%20monitor.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1489" data-original-width="2093" height="456" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpKMduUSieBGzolxWvvbF2U-6pGCnP8g6ZBYcJnKFR05d55hRPUS-X3iiuxOP907AHNOuLlrHBdRZPCAwksfgRRN5BuJrUTg0lxIeHZwAJbnFiYpbwKiG0hOXCqFgXW-tQZjPppeI4IEWdBX9xyvvviaDMTwdJJEHovl2yk8aN3HeOkEO0BKVYFboMZGU/w640-h456/ZRC%20Solar%20baken%2010GHz%20power%20monitor.jpg" width="640" /></a><br /><br /><br />De spanning en stroom indicator<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9FZy_uye8GOwfFgVHGSlg-uFpZE3yzlgM5J1S8vf2oYn_0iStd38fWdmYDs6kYlmPgsvQx_n9yF6Lzh3uYTIZCHe-sdm3YRGRVaH2kOAICtHYjE1zT7Z8Cbpd9chvA0Gjw3lnw1_dsc_9bPvydksZWp7hNt3rMjbwiY01BoabvsEsxthxkWiYnJfJBM4/s1280/P1170835a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9FZy_uye8GOwfFgVHGSlg-uFpZE3yzlgM5J1S8vf2oYn_0iStd38fWdmYDs6kYlmPgsvQx_n9yF6Lzh3uYTIZCHe-sdm3YRGRVaH2kOAICtHYjE1zT7Z8Cbpd9chvA0Gjw3lnw1_dsc_9bPvydksZWp7hNt3rMjbwiY01BoabvsEsxthxkWiYnJfJBM4/w640-h480/P1170835a.jpg" width="640" /></a><br /><br /><br /><br />de discreet opgebouwde besturingslogica met CMOS 555 timers<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2BBjuqlpwkvEKPywyLYz6WCzs1SfG2vuRAIJFfpks_5paCoHlw-isId8MA5qlc-yo5m4B1O39Pa6__qoI5bsr3d2l6d3MHDFj6OSaFLjeTeql0mpFi0vKopZ0SfTZVAl9Nn-HvHJXQpc2QVtr484KWLDrrLYJwe2jTjD3cSEhspFV8gn5eKkvFr62AYE/s1280/P1170836a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2BBjuqlpwkvEKPywyLYz6WCzs1SfG2vuRAIJFfpks_5paCoHlw-isId8MA5qlc-yo5m4B1O39Pa6__qoI5bsr3d2l6d3MHDFj6OSaFLjeTeql0mpFi0vKopZ0SfTZVAl9Nn-HvHJXQpc2QVtr484KWLDrrLYJwe2jTjD3cSEhspFV8gn5eKkvFr62AYE/w640-h480/P1170836a.jpg" width="640" /></a><br /><br />en het schema<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCrhfXHtumOUy099eepfUgvJbp-FYFFfGQUYdCvoYY_DtRzGvlSzUwz9cuyPLH74IniWpjgT5nsAuwhCPziFrFuzxy4QmguBNWhbgbKook8VKXVN0RIqRC6BwpJukhLgkyes-qyyWU8g6n0whIRD4TYS1lEh6WWlpJ36YuaxILFpsX3LK4HyJQvOZ3D8I/s2233/ZRC%20Solar%20baken%2010GHz%20solar%20charger.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1449" data-original-width="2233" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCrhfXHtumOUy099eepfUgvJbp-FYFFfGQUYdCvoYY_DtRzGvlSzUwz9cuyPLH74IniWpjgT5nsAuwhCPziFrFuzxy4QmguBNWhbgbKook8VKXVN0RIqRC6BwpJukhLgkyes-qyyWU8g6n0whIRD4TYS1lEh6WWlpJ36YuaxILFpsX3LK4HyJQvOZ3D8I/w640-h416/ZRC%20Solar%20baken%2010GHz%20solar%20charger.jpg" width="640" /></a><br /><br />De controller bestaat uit verschillende onderdelen.<br /><br />Het baken kon ingeschakeld worden voor 5 minuten door geurende maximaal 10 seconden een 1750Hz toon uit te zenden op 144.900MHz.<br />Dit was destijds de frequentie van UBA KTK, maar moest verhuizen toen tussen 144.800 en 145.00 de 2m bakens voorzien werden.<br /><br />In rust staat alles uit. <br />Om het stroomverbruik te minimaliseren wordt de ontvanger, die 20mA in standby gebruikt, om de 10seconden gedurende 1 seconde ingeschakeld; dit gebeurt met IC2 linksonder.<br />Wordt 1750Hz ontvangen tijdens die ene seconde, dan wordt dit gedetecteerd door de IC3 NE567 (foutief 555 op schema) toondecoder rechtsonder die op zijn beurt IC4, nog een 555 rechtsboven triggert en het baken voor 5 minuten inschakelt.<br />Op het schema ontbreken nog enkele lijntjes.<br /><br /><br /><br /><br /><br /><br /><br />En het 10GHz gedeelte?<br />Heel simpel: uit de 'zender' komt video en 12V die naar een oudoor unit gaat met daarin een Gunn oscillator uit een alarminstallatie.<br />Het video moduleert de spanning van Gunn, en bij een bepaalde instelling wordt een aanvaardbaar beeld verkregen.<br /><br />Foto van een gelijkaardig hoorntje met modulator.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlVnERqd-ojwXU0goejOd0C6eTKcat4Hy82lY8P0cQLVefskm2KTt-3_DR0EWfMQICJEZSu3F7oS2SOyMkY_lKE_rtbx7iaqiAJh7aYPCHNbZh0FyVmQay9l1W-zHbh-QUfiwpdYUfx3J-gvGHr9DDTtdzC-jm1gc8E5gwTky7npAna3KMna_V63XWOlQ/s1280/P1180269a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlVnERqd-ojwXU0goejOd0C6eTKcat4Hy82lY8P0cQLVefskm2KTt-3_DR0EWfMQICJEZSu3F7oS2SOyMkY_lKE_rtbx7iaqiAJh7aYPCHNbZh0FyVmQay9l1W-zHbh-QUfiwpdYUfx3J-gvGHr9DDTtdzC-jm1gc8E5gwTky7npAna3KMna_V63XWOlQ/w640-h480/P1180269a.jpg" width="640" /></a><br /><br /><br />Beeld van het baken.<br />De spanning van de batterij, en laadstroom worden aangeduid door een groene, en rode balk.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhda10fIa3_e0WlDkZsncnQgWKS9Y98Uhn4FMBHjeoQgrwqtyIkZMohCCd0gnUF0E2wxKlj8Suwg3HvpCaIw0IqT8-5JgP5UcPFD2_-xbhgaIoGxHRzGir2DcTm5LaSvRNCgGWxw-4VUaLM0NnWiN4ew9AA5tRgztyfid_SNImdYYlfMo919TNki-ht5Q4/s1280/P1170831a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhda10fIa3_e0WlDkZsncnQgWKS9Y98Uhn4FMBHjeoQgrwqtyIkZMohCCd0gnUF0E2wxKlj8Suwg3HvpCaIw0IqT8-5JgP5UcPFD2_-xbhgaIoGxHRzGir2DcTm5LaSvRNCgGWxw-4VUaLM0NnWiN4ew9AA5tRgztyfid_SNImdYYlfMo919TNki-ht5Q4/w640-h480/P1170831a.jpg" width="640" /></a><br /><br /><br /><br /> </p><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-2781823519050928182023-09-09T09:01:00.001-07:002023-09-09T11:44:38.070-07:00WSPR Zachtek september 2023<p>nog verder aan te vullen<br /><br />Zaterdag 9 september: veel te warm om buiten te zitten, de warmste septemberdag sinds de waarnemingen.<br />Dan maar wat orde op zaken stellen bij een onafgewerkt WSPR project.<br />De uiteindelijke bedoeling is een stand-alone WSPR zender te maken, dus batterijgevoed, en met zonnepaneel voor de nodige energie.<br /><br />De blog over mijn eerste WSPR experimenten: <a href="https://harrysradios.blogspot.com/2021/06/wspr-experimenten.html">KLIK</a><br />En nog eentje <a href="https://harrysradios.blogspot.com/2023/02/70mhz-wspr.html">KLIK</a> over 70MHz WSPR met daarin:<br />een andere referentie<br />een andere eindtrap<br /><br />Vooral de andere referentie is belangrijk omdat de nu gebruikte OCXO een stroomvreter is. Het is daardoor ook niet mogelijk in slaapmode te gaan. <br />Bij vriestemperaturen trekt een OCXO voor enkele minuten +-500mA, en moet je ongeveer 10min wachten eer alles gestabiliseerd is.<br /><br />Het schema van de Zachtek (desktop) zender. Dit diende enkel als leidraad voor mijn opstelling.<br /><a href="https://www.zachtek.com/">Zachtek</a>, Harry Zachrisson, vandaar de naam, is heel vriendelijk en stelt alles ter beschikking, ook de software source code.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwXyu3BeSQ2JxmhogAmdse92Z-VlietsDUPKAPIoXnovFfND_L-DoDNDrHh9rihmgf8INKOguDLINhAzcMfx5cyP5fZl_vy76ve7J8Y54BVGIrsm8NToBfvSpxICdrZ5E4WHOIf_5mbc1Lq4s9R_fQQAE9LdG2XGzFVukmscmmCjN8wqt5Pd2TzCZj60/s3508/schema-page-001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2481" data-original-width="3508" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwXyu3BeSQ2JxmhogAmdse92Z-VlietsDUPKAPIoXnovFfND_L-DoDNDrHh9rihmgf8INKOguDLINhAzcMfx5cyP5fZl_vy76ve7J8Y54BVGIrsm8NToBfvSpxICdrZ5E4WHOIf_5mbc1Lq4s9R_fQQAE9LdG2XGzFVukmscmmCjN8wqt5Pd2TzCZj60/w640-h452/schema-page-001.jpg" width="640" /></a><br />Ik gebruik graag chinese epoxy experimenteerprintjes. Alvorens te bouwen wordt er een opstelling getekend in Inkscape.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI7EZGYFGkTpjg94N1QmyeTUZ7vFLJ64x_h5kO1pnLZ0HE5omRMPVypfctghhF8pnREJsNvnRtj5442QXDKCH0H8SvWHO-HnLurPiwvSF0hzScleKi0YxrCwOdmSZOQS4u-dFmMmUVQ-9EaXQyirL6MGcJSPeRyqauvvspRp72DLvtfBANG1vDzV4ExKc/s973/opstelling%20gaatjesprint.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="704" data-original-width="973" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI7EZGYFGkTpjg94N1QmyeTUZ7vFLJ64x_h5kO1pnLZ0HE5omRMPVypfctghhF8pnREJsNvnRtj5442QXDKCH0H8SvWHO-HnLurPiwvSF0hzScleKi0YxrCwOdmSZOQS4u-dFmMmUVQ-9EaXQyirL6MGcJSPeRyqauvvspRp72DLvtfBANG1vDzV4ExKc/w640-h464/opstelling%20gaatjesprint.jpg" width="640" /></a><br /><br />De werkelijke opstelling:<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6OdAUvewf06uViNg2FDN78NMy5oW1cmRUIybC2wKM5HE3MhMG9IiDBP-zUKA2G_vMXVUv69nFGSyD0stDOR6uUEfH0ZWpQc8t7i3WqfuFYVxWKuqKW6CIFugHLEsfv3ZBqxPy255ps1EhIY2kqmEkKwVdNyiGgOhMsei8NMPwfdImgqFCQZ23RI85tnM/s1280/opstelling%20pcb.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6OdAUvewf06uViNg2FDN78NMy5oW1cmRUIybC2wKM5HE3MhMG9IiDBP-zUKA2G_vMXVUv69nFGSyD0stDOR6uUEfH0ZWpQc8t7i3WqfuFYVxWKuqKW6CIFugHLEsfv3ZBqxPy255ps1EhIY2kqmEkKwVdNyiGgOhMsei8NMPwfdImgqFCQZ23RI85tnM/w640-h480/opstelling%20pcb.jpg" width="640" /></a><br /><br /><br />De verder af te werken opstelling op een koelplaat die deel uitmaakt van het kastje<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO6sod3SSJW7Ula-c4L970Rmhea4czNUA8cRJsE90_MZTjIHyDy2-TX2SccC53AvNA3PaMnFrwUnFjvtbBRtvOnFEKXgBSfBb8gtjG8Z3X9zFamIWP4Hr22E-kyVwkybGilUPJkSvPDRa5Lipg6D92Y5mt3O8NZUvIrRe46LMu8H8QmTZvJR64y3ZLHHQ/s1280/opstelling%20koelplaat.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO6sod3SSJW7Ula-c4L970Rmhea4czNUA8cRJsE90_MZTjIHyDy2-TX2SccC53AvNA3PaMnFrwUnFjvtbBRtvOnFEKXgBSfBb8gtjG8Z3X9zFamIWP4Hr22E-kyVwkybGilUPJkSvPDRa5Lipg6D92Y5mt3O8NZUvIrRe46LMu8H8QmTZvJR64y3ZLHHQ/w640-h480/opstelling%20koelplaat.jpg" width="640" /></a><br /><br /><br />Voor de volledigheid:<br />de oude opstelling gebaseerd op een <a href="https://github.com/W3PM/QEX-July-August-2020-Multifunction-Project">W3PM</a> ontwerp met talloze aanvullingen en veranderingen.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlnQwCPRAS57xQdDIp9wKn-YcIa58qTbH4iaJfnmyDMmTKcRHQDpbkCx5eqaJ5cumwI6H0hCQMo3cHxHDsADJ-1Nkd5p3ZeF1hBitructWVoebVPCkfvNVw7qDI8MmFltHYrweC6dyGP4W9PM54hPI_uazRNOvUCxmdH7dnTPnRQg5h0LruQTu2eAOf-w/s1280/oude%20opstelling.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlnQwCPRAS57xQdDIp9wKn-YcIa58qTbH4iaJfnmyDMmTKcRHQDpbkCx5eqaJ5cumwI6H0hCQMo3cHxHDsADJ-1Nkd5p3ZeF1hBitructWVoebVPCkfvNVw7qDI8MmFltHYrweC6dyGP4W9PM54hPI_uazRNOvUCxmdH7dnTPnRQg5h0LruQTu2eAOf-w/w640-h480/oude%20opstelling.jpg" width="640" /></a><br /><br /><br />Detail van Arduino gedeelte met de 12.8MHz referentie<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdZPQ0faWB5-_7CyNl3UppQcfKb_QVdX6DlymX87cFAfxq_i8OWy782gpqMTMNYYlk_xeVc7Qd4DnV9TykovxEwDsoBuiG_Jxf3jd0TtI-LOIrPmWTBsfxSCunSy5-BiFd6uQyzJzJAhbzf8hTGOWN7TupeWME867fRDPgK2YeFs-Aj4GJrGhhMZXwnt4/s1280/detail%20oude%20opstelling.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdZPQ0faWB5-_7CyNl3UppQcfKb_QVdX6DlymX87cFAfxq_i8OWy782gpqMTMNYYlk_xeVc7Qd4DnV9TykovxEwDsoBuiG_Jxf3jd0TtI-LOIrPmWTBsfxSCunSy5-BiFd6uQyzJzJAhbzf8hTGOWN7TupeWME867fRDPgK2YeFs-Aj4GJrGhhMZXwnt4/w640-h480/detail%20oude%20opstelling.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />wordt vervolgd<br /><br /><br /><br /><br /><br /></p><br /><br /><br /><br /><br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-88718189104884787832023-09-01T01:52:00.004-07:002023-10-31T00:29:03.367-07:00G3JVL 5/8 lambda voor 50MHz<p><span style="font-family: verdana; font-size: medium;">Twee jaar terug heb ik een DK7ZB halve golf rondstraler voor 50MHz gebouwd.<br />De blog hierover: <a href="https://harrysradios.blogspot.com/2021/07/antenne-50mhz-verticaal-dk7zb.html">KLIK</a><br />Het origineel ontwerp op de site van DK7ZB: <a href="https://www.qsl.net/dk7zb/6m/Vertical.htm">KLIK</a><br />De antenne wordt in de kleine shack binnenshuis gebruikt voor WSPR ontvangst en presteert goed, en is gezien de vaste opstelling een referentie geworden.<br />Voor in de grote shack was er niets meer aanwezig, en dus was er nood aan tweede rondstraler.<br />In plaats van opnieuw een halvegolf te bouwen werd deze keer gekozen voor een 5/8 lambda uitvoering.<br />Dit zou iets betere winst geven door de lagere opstraalhoek.<br /><br />Op internet werd een ontwerp gevonden van G3JVL: <a href="http://uksmg.org/content/vertical.htm">KLIK</a><br />(alle afbeeldingen zijn klikbaar en worden groter)<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIXwHZnQ4cOgq5bTh1PoKdAqESi23FRQ4Ywzrqg_BdLxTuhQeMfrSrNxs4OnqZ4CQWeHirZBQ8EbQA0EsL5Rj-c60scmdqc5vCtrvG-rLRYAuDXamMcT1wg5fhOGcEXKznbWTBRlaW3rjKGxDoc_-lh_j2AadP6UcLjvH_xDSK7Fo6Tpj0oV5_RM9OsJI/s629/G3LVL%205_8.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="629" data-original-width="432" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIXwHZnQ4cOgq5bTh1PoKdAqESi23FRQ4Ywzrqg_BdLxTuhQeMfrSrNxs4OnqZ4CQWeHirZBQ8EbQA0EsL5Rj-c60scmdqc5vCtrvG-rLRYAuDXamMcT1wg5fhOGcEXKznbWTBRlaW3rjKGxDoc_-lh_j2AadP6UcLjvH_xDSK7Fo6Tpj0oV5_RM9OsJI/w440-h640/G3LVL%205_8.gif" width="440" /></a><br /><br /><br />Voor de bevestiging werd een pertinax plaat gebruikt. <br />De straler werd in grijze kunststof blokjes gemonteerd en bestaat uit een (oude) aluminium buis van +-150cm waarin een iets dunnere buis geschoven wordt, en vastgezet met een slangenklem.<br /><br />De 4 radialen zijn aluminium 'plaat' van 3mm dik, 10mm breed, en worden op het onderste stuk zwarte hoekaluminium gemonteerd.<br /><br />Een (buiten)antenne wordt door mij steeds voorzien van een vrouwelijke N-connector, en meestal met een stuk kabel. De voedingskabel is altijd met een mannelijke N-connector voorzien zodat geen koppelstukken nodig zijn.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaOyykYZ3j6AYwYpDKo7ZXAZ4RDpvRXjSvWVxZPwtD44nyDf66Pp_aLUNXvfNSWORJxZruaES3bGN7XIWsyp2qLxtGNlx_JqPkwcnZrbJnHbRM_G68F5_YeAaF_AKWQV0cgnnEAUj-ZmvRrdnKCd-ARUFYhjHugZufkKW3FXDRywZss1Kx8pijfZmAO-Q/s1920/P1180384a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaOyykYZ3j6AYwYpDKo7ZXAZ4RDpvRXjSvWVxZPwtD44nyDf66Pp_aLUNXvfNSWORJxZruaES3bGN7XIWsyp2qLxtGNlx_JqPkwcnZrbJnHbRM_G68F5_YeAaF_AKWQV0cgnnEAUj-ZmvRrdnKCd-ARUFYhjHugZufkKW3FXDRywZss1Kx8pijfZmAO-Q/w640-h480/P1180384a.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicYGykbF6uiICXC0tOFBJ_j8AUPk-9pJwtMspOPJ-M2H9lG-YxrfMk97dcMiDSwjUZqIXs5pO0TcVbE8yXE_3mICbUlrkYSPGIXv2BFTN0n7z14DBhLpxcAU077BmwfIiN6_tqXtxxYPZdNYpaSzOV2ZZEuG6MJQL8o5VLHruSDSo6vO4FkVmkLJKafVY/s1920/P1180382a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicYGykbF6uiICXC0tOFBJ_j8AUPk-9pJwtMspOPJ-M2H9lG-YxrfMk97dcMiDSwjUZqIXs5pO0TcVbE8yXE_3mICbUlrkYSPGIXv2BFTN0n7z14DBhLpxcAU077BmwfIiN6_tqXtxxYPZdNYpaSzOV2ZZEuG6MJQL8o5VLHruSDSo6vO4FkVmkLJKafVY/w640-h480/P1180382a.jpg" width="640" /></a><br /><br /><br />De (eerste) aanpassingsspoel<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmUYXtTk6b4gjzjyAS2dwh4yEmv9NNlymT6JZ_t0ZVa45wAuMDDAZBdYn0Uzpel08SXG2_dd7dq2W6uHbn7RgdFOgWimDoOcPQiD8OoUu6eex9cjdoqLpNF0HOiu2FBihn1AyCU_jFLkK1rcOWpzcX5JKZ6woiovyTpQVVznGP1jkpmdPc1cs4Yzdscbo/s1920/P1180383a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmUYXtTk6b4gjzjyAS2dwh4yEmv9NNlymT6JZ_t0ZVa45wAuMDDAZBdYn0Uzpel08SXG2_dd7dq2W6uHbn7RgdFOgWimDoOcPQiD8OoUu6eex9cjdoqLpNF0HOiu2FBihn1AyCU_jFLkK1rcOWpzcX5JKZ6woiovyTpQVVznGP1jkpmdPc1cs4Yzdscbo/w640-h480/P1180383a.jpg" width="640" /></a><br /><br />De achterkant<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVxwb-SJY8ex1I329i0iMjM6Wd7V3LrsO08SlSkQmzcVxNGK-CmnYAb3o2nReYxWzs8qYdNeEERajFliVXH_Uh6VhkJtm7X2QnCL6H3l7_ne5yfB29Fagjjo90DNLhftegiiOi1lF_dXgt4EUwuthKDUktCstyE8L4xuFWbvMHYJxCWrwsMejkGqs5uyc/s1920/P1180385a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVxwb-SJY8ex1I329i0iMjM6Wd7V3LrsO08SlSkQmzcVxNGK-CmnYAb3o2nReYxWzs8qYdNeEERajFliVXH_Uh6VhkJtm7X2QnCL6H3l7_ne5yfB29Fagjjo90DNLhftegiiOi1lF_dXgt4EUwuthKDUktCstyE8L4xuFWbvMHYJxCWrwsMejkGqs5uyc/w640-h480/P1180385a.jpg" width="640" /></a><br /><br /><br />De eerste opstelling op het gazon, hier zie je ook de 4 radialen.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBoK6qnVYvj0kb8EnedDaxPyiUhRVj4QWZUjlWy95EArSk6JYABFr1IFy32_yhdwJqGwb3mUdS6tTxuL77q31VyvyZLRuDbXedmTU5a4_OLMuDbObYwPGNgSG7JCKDzmUMIburD-E-tACN-NMlr9O6_4qLwg4MlzqfrVoEkUUIcq-ItDMGXePpmYNerMo/s1920/P1180393a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1441" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBoK6qnVYvj0kb8EnedDaxPyiUhRVj4QWZUjlWy95EArSk6JYABFr1IFy32_yhdwJqGwb3mUdS6tTxuL77q31VyvyZLRuDbXedmTU5a4_OLMuDbObYwPGNgSG7JCKDzmUMIburD-E-tACN-NMlr9O6_4qLwg4MlzqfrVoEkUUIcq-ItDMGXePpmYNerMo/w640-h480/P1180393a.jpg" width="640" /></a><br /><br /><br />De metingen met nano-VNA toonden aan dat de antenne te laag zat.<br />De lengte van de straler veranderen gaf NIET het gewenste resultaat.<br />Tenzij je de antenne zodanig inkort dat je een halvegolf krijgt, maar dat is niet de bedoeling.<br />Een 5/8e antenne is niet-resonant! De straler wordt daarom verlengd met een spoel zodat er een 6/8 elektrische lengte onstaat. <br />1/8 lamba is ongeveer 75cm. De omtrek van een 20mm buisje is ongeveer 63mm zodat je ongeveer 12 windingen nodig hebt. In het origineel ontwerp werden 10 windingen gebruikt.<br /><br />Er werden verschillende spoelen gemaakt met verschillende windingsaantallen.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy2hUVr0QLrnbNqR9oyo6JIZvm0LZlueK-0CAmyHg7mhKm2evWjA_wBICiJwcIrY6xz0m3mp6J-sMCSg-IX_QcKcT9E5--emNCJmvv7_ZI7ySEbHbW-NtN8tBby08OfTojsGAi5TaS8_5Cvo9BcPGo0-rmV-hFEwT1j-sdzgS0Z5wHWoWyIdyMJ74Ebeg/s1920/P1180400a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy2hUVr0QLrnbNqR9oyo6JIZvm0LZlueK-0CAmyHg7mhKm2evWjA_wBICiJwcIrY6xz0m3mp6J-sMCSg-IX_QcKcT9E5--emNCJmvv7_ZI7ySEbHbW-NtN8tBby08OfTojsGAi5TaS8_5Cvo9BcPGo0-rmV-hFEwT1j-sdzgS0Z5wHWoWyIdyMJ74Ebeg/w640-h480/P1180400a.jpg" width="640" /></a><br /><br /><br /><br />De metingen met plaats van tap, lengte van straler, freq. van beste aanpassing en waarde daarvan.<br />In tegenstelling tot andere antennes werd lengte van de straler vastgehouden op 5/8 (=375cm) en werd het aantal windingen en de plaats van de tap veranderd.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLsazoGlgbYBlmOg-Bb4AiljwpNQyfueE-E7VBsMpR5fev8I1ipQ2uJ_3hCrjDv_-Z4oMF9znt2iRBnU-xwAvDORYwdvcHA43JagBhRt6YXVnxXSaD_pKJny2oMe55C-NkWmfT4EG2XrUqGS6NcBx1vhuz6Uyt8QC1ftLAd3u78zUDdFGsSY_ou7XEEGo/s1775/P1180403a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1775" data-original-width="1280" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLsazoGlgbYBlmOg-Bb4AiljwpNQyfueE-E7VBsMpR5fev8I1ipQ2uJ_3hCrjDv_-Z4oMF9znt2iRBnU-xwAvDORYwdvcHA43JagBhRt6YXVnxXSaD_pKJny2oMe55C-NkWmfT4EG2XrUqGS6NcBx1vhuz6Uyt8QC1ftLAd3u78zUDdFGsSY_ou7XEEGo/w462-h640/P1180403a.jpg" width="462" /></a><br /><br /><br /><br />De spoel met 8 windingen en tap op 3 windingen gaf het beste resultaat.<br />Een returnloss van -17.24 komt ongeveer overeen met een SWR van 1.3.<br /><br />Merk op dat dit de meting rechtstreeks aan de antenne is. In werkelijkheid zal door het verlies van de voedingskabel de aanpassing en dus SWR beter zijn.<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXFGTfUK23SoDCKBL8UYXwNim5_wDJz6fVCCPsc9ffVUYJ0WQb6Esed1ykAjM_ZFJGKDmBUQpEkDhAoKejKYfQmqal0vzVvjp7t1Dj-Ldw_EKOdOA7HX6cGyUAt3bPHxWOm64URqHPNkY5oQJMwspCso_xJJknGxxTbIUHasYlosifrn77TWIR4A6j4ek/s1920/P1180395a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1487" data-original-width="1920" height="496" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXFGTfUK23SoDCKBL8UYXwNim5_wDJz6fVCCPsc9ffVUYJ0WQb6Esed1ykAjM_ZFJGKDmBUQpEkDhAoKejKYfQmqal0vzVvjp7t1Dj-Ldw_EKOdOA7HX6cGyUAt3bPHxWOm64URqHPNkY5oQJMwspCso_xJJknGxxTbIUHasYlosifrn77TWIR4A6j4ek/w640-h496/P1180395a.jpg" width="640" /></a><br /><br /><br />De opstelling op het gazon gaf niet de verwachte ontvangstresultaten.<br />De DK7ZB was iets beter, maar stond wel iets hoger.<br />Met de 5/8 op de testmast, iets hoger dan de DK7ZB waren de resultaten wél beter.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzbnyS7xb3THjWjWhvMTJ6v_MmKSY9KTlYvlCAP2TM1gWmerp23ffp3cu2519TTHvx_TvWlxihYDvsoHX9Q1ZmrYljMSaJ34WN8UjnbeevyzZJ-jJQ7pi_UskWBvLtZ-oiIUNjptRaEFnbR6kXC29C5EjLJfdJ3Qd8wDP0r-qdpwHc9VSMJDgbMOa3Urs/s1920/P1180397a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzbnyS7xb3THjWjWhvMTJ6v_MmKSY9KTlYvlCAP2TM1gWmerp23ffp3cu2519TTHvx_TvWlxihYDvsoHX9Q1ZmrYljMSaJ34WN8UjnbeevyzZJ-jJQ7pi_UskWBvLtZ-oiIUNjptRaEFnbR6kXC29C5EjLJfdJ3Qd8wDP0r-qdpwHc9VSMJDgbMOa3Urs/w640-h480/P1180397a.jpg" width="640" /></a><br /><br /><br /><b>Vergelijk tussen 5/8 (G3JVL) en 4/8 (DK7ZB)</b><br /><span>Uit de rapporten uit de database van WSPR.NET kan een vergelijk gemaakt worden.<br />Daarbij wordt min of meer rekening gehouden met de wisselende condities.<br />'Vroeg' is de opstelling van de 5/8 in het gazon, dus lager dan de DK7ZB.<br />'Laat' is nadat de 5/8 op de testmast geplaatst werd zoals op de foto hierboven.<br /><br /><b>Voorlopige conclusie:</b><br />De 5/8 lijkt gelijkaardig of misschien iets beter te presteren dan de DK7ZB.<br />Echter, de DK7ZB is door de afwezigheid van radialen compacter, gemakkelijker en goedkoper te bouwen, en gemakkelijker op frequentie te krijgen.<br /><br /><br /> </span><span> </span><span> </span><span><span> </span> </span>Vroeg<span> </span><span> </span><span> </span><span> </span>laat<br /><span> </span><span> </span><span> </span><span> </span><span> </span>5/8<span> </span>DK7ZB<span> </span>5/8<span> </span>DK7ZB<br />ON0HVL<span> </span>-19<span> </span><span> </span>-11<span> </span><span> </span>-8<span> <span> </span>-8 </span><span> </span><br />ON4IV<span> </span><span> </span>-29<span> </span><span> </span>-26<span> </span><span> </span>-25<span> </span>-27<br />G0PKT<span> </span><span> </span>-26<span> </span><span> </span>-27<span> </span><span> </span>-27<span> </span>-28<br /><br />=======================================================================<br />vanaf hier staat niet veel interssants meer...<br /><br />Metingen uit de database van WSPR.NET<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo0R7K3JpHBpxf9GBWoKnJ4_cUsUUwD7n7aYVZatn7opZOholt5coIMrNQU8CovvCsbcYVrtw0iv5UUZrsVYtZhHhbc5Xeix4jF964VelRQ53yRlfUJW5r495xDfsFKpFqfyEHZr_xhn4nXBQleuwzL71k8J-05Wb3g6Yx92z3VoUQ6-9dkWu8oKOb0XE/s850/5_8%20vroeg.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="850" data-original-width="725" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo0R7K3JpHBpxf9GBWoKnJ4_cUsUUwD7n7aYVZatn7opZOholt5coIMrNQU8CovvCsbcYVrtw0iv5UUZrsVYtZhHhbc5Xeix4jF964VelRQ53yRlfUJW5r495xDfsFKpFqfyEHZr_xhn4nXBQleuwzL71k8J-05Wb3g6Yx92z3VoUQ6-9dkWu8oKOb0XE/w546-h640/5_8%20vroeg.jpg" width="546" /></a><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnT6HeVwg0lj6n5mY42xC-83dP-WZ4tEXRl2njFkzHA4aM7bTZMUSzBXf0RRcCsPl1Kl35wx-r8kUJ6lkVO6YJBebcuzX7zEMZPVFg72EMK8uGJyu1iXCECq_kuKPWU0-Md_1b5PhZ2jGhBlndYZ7buO-jSjBmsEy5wbjltTUY-_bOEPwo_a0hg8P7EKI/s851/DK7ZB%20vroeg.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="851" data-original-width="760" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnT6HeVwg0lj6n5mY42xC-83dP-WZ4tEXRl2njFkzHA4aM7bTZMUSzBXf0RRcCsPl1Kl35wx-r8kUJ6lkVO6YJBebcuzX7zEMZPVFg72EMK8uGJyu1iXCECq_kuKPWU0-Md_1b5PhZ2jGhBlndYZ7buO-jSjBmsEy5wbjltTUY-_bOEPwo_a0hg8P7EKI/w572-h640/DK7ZB%20vroeg.jpg" width="572" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoTkXpCDMUyktREPeJRhSOQiqNFngysMN831mgiY_vjLSBinJQj7Ciwu8Bv-MtnTdS7oDlNapGl2SdKRjpu4RagN7-i-6ti1JuRU-hfpehW3YbcoX9kBSdy5HDmPwXgwyIsu6UXEksLKwFpzM7XCMiDgeyHunA2xr9-upL1Rhom9-uf4CLXTd3SGo_0ow/s820/5_8%20laatst.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="820" data-original-width="745" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoTkXpCDMUyktREPeJRhSOQiqNFngysMN831mgiY_vjLSBinJQj7Ciwu8Bv-MtnTdS7oDlNapGl2SdKRjpu4RagN7-i-6ti1JuRU-hfpehW3YbcoX9kBSdy5HDmPwXgwyIsu6UXEksLKwFpzM7XCMiDgeyHunA2xr9-upL1Rhom9-uf4CLXTd3SGo_0ow/w582-h640/5_8%20laatst.jpg" width="582" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWe6R-PQy7NyxCW7wkziXysOHj6QvPH_ejlt_g9MtLoCPuNQzxO9sj6nCx1Hz0-wxktFG-UmYZG5Z5CqvoV2FDd0V8-73fmkOIFho1AVMk1-kIVOXEFEvDWAoRvcSkdPn_c2ItSlE6RX4IW6DUewkB8VpLHKZ6rySBPH5B_82bl8uLrUip1jB3VMXTyaE/s853/DK7ZB%20laat.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="853" data-original-width="728" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWe6R-PQy7NyxCW7wkziXysOHj6QvPH_ejlt_g9MtLoCPuNQzxO9sj6nCx1Hz0-wxktFG-UmYZG5Z5CqvoV2FDd0V8-73fmkOIFho1AVMk1-kIVOXEFEvDWAoRvcSkdPn_c2ItSlE6RX4IW6DUewkB8VpLHKZ6rySBPH5B_82bl8uLrUip1jB3VMXTyaE/w546-h640/DK7ZB%20laat.jpg" width="546" /></a><br /><span><br /><br /><br /><br /></span><span></span><br /></span></p><span style="font-size: medium;"><span style="font-family: verdana;"><br /><br /><br /><br /></span><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-70317425808554451162023-08-21T00:47:00.007-07:002023-08-22T01:10:36.102-07:00Herstelling Kenwood TM251E 2m transceiver met 70cm receiver<p><span style="font-size: medium;"><br /><span style="font-family: verdana;">Dit toestel heb ik op 20 aug 2023 tijdens de kofferbakverkoop in UBA Radioclub De Pinte (TLS - tussen Leie en Schelde) gekregen van Ronny. Dit was niet functioneel omdat de power module ontbrak.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRrAvHm_cjL_KysxTFSEqJvgo7lXCbR2eLyiqLh9SQH1v8-6t8h_11covAi151_mm357xt-yrWwJUZE3IjbJzvtIROt3Z-S0j8jatyfKKYP6qBJY_G4TSngRocdmPYm9J4p8TbKl5tzcmbk6F9yUaSTIF33Sb1tr-qsrJ_qt5PHKTwwP_1I9jXNwiweto/s1280/P1180337a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="963" data-original-width="1280" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRrAvHm_cjL_KysxTFSEqJvgo7lXCbR2eLyiqLh9SQH1v8-6t8h_11covAi151_mm357xt-yrWwJUZE3IjbJzvtIROt3Z-S0j8jatyfKKYP6qBJY_G4TSngRocdmPYm9J4p8TbKl5tzcmbk6F9yUaSTIF33Sb1tr-qsrJ_qt5PHKTwwP_1I9jXNwiweto/w640-h482/P1180337a.jpg" width="640" /></a><br /><br />Alhoewel de transceiver er proper uitzag zijn er toch tal van gebreken waardoor een betalende herstelling economisch niet meer verantwoord is:<br /><br />- het toestel is van 1994, dus 30 jaar oud<br />- vervangen van de power module, de afscherming ontbreekt<br />- vermoedelijk afscherming RF power aan soldeerzijde PCB ontbreekt<br />- geen microfoon<br />- vervangen van de VFO knop (op de foto reeds gebeurd, komt van een ander toestel)<br />- power knop rechts: defect, en tekst weg<br />- VFO en Memory knop: tekst weggesleten<br />- vervangen van de Lithium batterij<br />- vervangen van de lampjes voor de display verlichting<br />- inherente, bekende displayproblemen door slechte connector, zie ook TM241<br /><br />Aan de andere kant, de 70cm ontvanger en transponderfunctie maken dit een leuk toestel om er werk van te maken. Tevens heb ik de 70cm versie, de TM451, dus dat wordt een mooi stel.<br /><br />De geopende bovenkant met de ontbrekende hybride<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6nSfxoEOJkYHq9PpYQH8AqTRPseBNRQLWK3u4XxW18Om7Y_R3JrjN7JjzeDDPmnEgnwXglw5X7--jmkC32I3yNYW2e7PQqPRZPvWaW27eZ2mSitqjnX9KPjlnWR8Iw37WbXfuYAlX3AELr3Kai8Mo8kDf_2PDvYQ-d1GnC6EyQ0o-uX3yPGoPq5T5aIM/s1280/P1180335a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6nSfxoEOJkYHq9PpYQH8AqTRPseBNRQLWK3u4XxW18Om7Y_R3JrjN7JjzeDDPmnEgnwXglw5X7--jmkC32I3yNYW2e7PQqPRZPvWaW27eZ2mSitqjnX9KPjlnWR8Iw37WbXfuYAlX3AELr3Kai8Mo8kDf_2PDvYQ-d1GnC6EyQ0o-uX3yPGoPq5T5aIM/w640-h480/P1180335a.jpg" width="640" /></a><br /><br />Detail van hybride<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCW996em7EDzgKvwJvAWA9hIwG4yWTgLBDdSMcD_NEclaePOg4_1p5uwl1yCiAs9eMj5PoNjghsYJe3gohnGVZeuUEei-WBEuPpvr7wLo8KDByyoz8d6xxla073s9ZpLX43TLedC_YiOFAbTiFjvgAmU6J4_LtuWFq0RfDzRllHrjDIkLes6NuNgGCij8/s1280/P1180336a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCW996em7EDzgKvwJvAWA9hIwG4yWTgLBDdSMcD_NEclaePOg4_1p5uwl1yCiAs9eMj5PoNjghsYJe3gohnGVZeuUEei-WBEuPpvr7wLo8KDByyoz8d6xxla073s9ZpLX43TLedC_YiOFAbTiFjvgAmU6J4_LtuWFq0RfDzRllHrjDIkLes6NuNgGCij8/w640-h480/P1180336a.jpg" width="640" /></a><br /><br /><br />De onderkant, soldeerzijde<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghwp5Iw7g8fodyH66PO4nikFhvVZf0RU2bA7Kj4XtfVXFGf0XQMXUEA0WiBjTxvO4wZ2cxmd0qEz4Gy0LGNqWKJL7d6G8VEyZj3rGh0jyj8kjvsAUVHKEOxytpacTfQdAIUFVpj8oe9gg8dYOglst7L8M24pLk308Melx7GXdgeq7D0O-bV6kRfsHt9VY/s1280/P1180330a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghwp5Iw7g8fodyH66PO4nikFhvVZf0RU2bA7Kj4XtfVXFGf0XQMXUEA0WiBjTxvO4wZ2cxmd0qEz4Gy0LGNqWKJL7d6G8VEyZj3rGh0jyj8kjvsAUVHKEOxytpacTfQdAIUFVpj8oe9gg8dYOglst7L8M24pLk308Melx7GXdgeq7D0O-bV6kRfsHt9VY/w640-h480/P1180330a.jpg" width="640" /></a><br /><br /><br />De Lithium backupbatterij zit tussen het display en control board. Een beetje omslachtig om te vervangen.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2hZ_GbkCmiz11oYCTJCcUFCFAbunwVx6dg2zULJv0ywb_LBlySA2FON4CH36lJLuGqrfFGOsJ6enxWGemNSUna0FX4DwwosikJ1jw5sElVprYWghNg8OlcL3YA3nzyfhRqVgcT338XYipaxVYrTwSBbzhz57g_4DKs1P447dhKhH0eM-pJbg-_1MrLPY/s1280/P1180342a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2hZ_GbkCmiz11oYCTJCcUFCFAbunwVx6dg2zULJv0ywb_LBlySA2FON4CH36lJLuGqrfFGOsJ6enxWGemNSUna0FX4DwwosikJ1jw5sElVprYWghNg8OlcL3YA3nzyfhRqVgcT338XYipaxVYrTwSBbzhz57g_4DKs1P447dhKhH0eM-pJbg-_1MrLPY/w640-h480/P1180342a.jpg" width="640" /></a><br /><br /><br />Het front met de beruchte connector. Hier ligt een draadje dat door Kenwood zelf lijkt geplaatst te zijn.<br />De 4 lampjes zijn ook te zien, en waren allen defect. Dit zijn 6V exemplaren die in serie staan, meestal is er maar eentje defect.<br /><br />Met wat priegelwerk kun je de lampjes vervangen door LED's, en het display een andere kleur geven. Met LED's is het lastig om een egale belichting te krijgen.<br />Dit had ik eerder gedaan bij de TM451 elders op deze blog - <a href="https://harrysradios.blogspot.com/2022/11/kenwood-tm451e-herstelling.html">KLIK</a></span></span><span style="font-family: verdana; font-size: medium;"><br />Let op het witte draadje, origineel of een eerdere herstelling?<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaExzeENtayRCmdbsAhnVpABiv2fMMEF6P5o_fsgHpQcC6tJjN2GX2NgsHhD3l-VYJwyja5YdUHLVw-yibGgo1Mr-GBrPP1NfvxDs-acf_3Iit07CxhIxUPv04Ayzhq4oSVGkdfahqXJCEfU4hjltpBWcMf7oKXF-lCAiK8XRV6lz4XW02CkMsbBMvpoA/s1280/P1180340a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaExzeENtayRCmdbsAhnVpABiv2fMMEF6P5o_fsgHpQcC6tJjN2GX2NgsHhD3l-VYJwyja5YdUHLVw-yibGgo1Mr-GBrPP1NfvxDs-acf_3Iit07CxhIxUPv04Ayzhq4oSVGkdfahqXJCEfU4hjltpBWcMf7oKXF-lCAiK8XRV6lz4XW02CkMsbBMvpoA/w640-h480/P1180340a.jpg" width="640" /></a><br /><br />Inderdaad origineel, in de servicemanual staat dit draadje afgebeeld. <br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghpoACGrRm0zLDebdwo8ONXY2udFQg3lx0vty0AMo50q7dFCqxHfykel8SIJB-uJ4lFSQMAi6WeNRoPTNITgodyl6vn5O97dnebbZUaY7Lob0JeENkPypMJjh6wdnhYcXfZDEY3Uy3skK35aiu9pK9LefZFwxV7u8RRFLEhfq845c36mXUTUbQRrwGaig/s994/draadje.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="747" data-original-width="994" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghpoACGrRm0zLDebdwo8ONXY2udFQg3lx0vty0AMo50q7dFCqxHfykel8SIJB-uJ4lFSQMAi6WeNRoPTNITgodyl6vn5O97dnebbZUaY7Lob0JeENkPypMJjh6wdnhYcXfZDEY3Uy3skK35aiu9pK9LefZFwxV7u8RRFLEhfq845c36mXUTUbQRrwGaig/w640-h480/draadje.jpg" width="640" /></a></div><p><br /><span style="font-family: verdana; font-size: medium;"><br />De power schakelaar blijft niet in de ON stand staan: het nylon in de schacht die het haakje moet houden is uitgesleten, niet meer te herstellen.<br /><br />De schakelaar openmaken is gemakkelijk, die terug in elkaar krijgen is heel lastig.<br />Hoe doen de machines dit? Zo'n schakelaar kost 10 cent, thuisbezorgd vanuit China.<br />Hopelijk past alles... en voorlopig werd de schakelaar overbrugd.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8_Xm4WhYIdrl_K-5dgtBnEQqrPbJPrjdKYY8glFkHYcFq-zTEskkKw8kQdpgjhFy1t1_dtkx-Gik5P18YRjABxp-YI-BXrwtn1fshfJw8JzVQKtUKP_HuzGEy7aLORF_pb0bE6-JIjtRqYfWViJxen9xJa8xz7QpKdbH-r0Vv571OptBrOXuMBjynyg/s1280/P1180344a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="962" data-original-width="1280" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8_Xm4WhYIdrl_K-5dgtBnEQqrPbJPrjdKYY8glFkHYcFq-zTEskkKw8kQdpgjhFy1t1_dtkx-Gik5P18YRjABxp-YI-BXrwtn1fshfJw8JzVQKtUKP_HuzGEy7aLORF_pb0bE6-JIjtRqYfWViJxen9xJa8xz7QpKdbH-r0Vv571OptBrOXuMBjynyg/w640-h482/P1180344a.jpg" width="640" /></a><br /><br /><br /><br />Uit een BOSCH (KFS167) werd een Mitsubischi hybride gerecupereerd.<br />Van de S-AV24 werd geen data gevonden, bvb voor versterking of input power, of werking van de controlpin waarmee de power ingesteld wordt.<br />De M57719 is gespecifieerd voor 14W vanaf 145MHz. Het verschil met de originele module zal minder dan een S-punt zijn (6dB) maar het toestel zal veel minder warm worden.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_FZ8UtS9uYwYJnva74PF7_wh0OdM-Xu-iaFgw2BhqgH7FX98stU5VuX73NpPq_z30TqUBCqk95SVi8sWnpdLjSdEkyJMWc4-DosvDGuGMErEluog1kC_V4IQ3LTsDE9IJybWhzJ8pzY4MCPbzcnpCGJmHF26H7lahcZplNGgEwYW3r2pp2_GuTFxKYg/s1280/P1180339a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_FZ8UtS9uYwYJnva74PF7_wh0OdM-Xu-iaFgw2BhqgH7FX98stU5VuX73NpPq_z30TqUBCqk95SVi8sWnpdLjSdEkyJMWc4-DosvDGuGMErEluog1kC_V4IQ3LTsDE9IJybWhzJ8pzY4MCPbzcnpCGJmHF26H7lahcZplNGgEwYW3r2pp2_GuTFxKYg/w640-h480/P1180339a.jpg" width="640" /></a><br /><br /><br />De trimmers uit de servicemanual<br /></span><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzcVh0xOCSF73qWaY1REpB1t9ATJV9X_r78dXAigNmLpNcc3t3Fem9W6wZp4_Bp0hrGh-TpUEV5Jdu1sOxVC9kEaXiDQL3KZCgmfVT1BaWJpPdvosafnMAxvvUcOEGlcgBeOiwg6C7_-YDYy7JC83MENNAVuGYthMKasXdGB0I7eg9dHp6TodTkcOFUgg/s1093/trimmers.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="580" data-original-width="1093" height="340" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzcVh0xOCSF73qWaY1REpB1t9ATJV9X_r78dXAigNmLpNcc3t3Fem9W6wZp4_Bp0hrGh-TpUEV5Jdu1sOxVC9kEaXiDQL3KZCgmfVT1BaWJpPdvosafnMAxvvUcOEGlcgBeOiwg6C7_-YDYy7JC83MENNAVuGYthMKasXdGB0I7eg9dHp6TodTkcOFUgg/w640-h340/trimmers.jpg" width="640" /></a></div><p></p><span style="font-family: verdana; font-size: medium;"><br /><br />Bijna klaar...<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi88ILzR2nqrrf6v5ydCO89SdgOJnwqw_fCAKFiQD4rQiCQEvH8OcNF7YnxkS-L91T6S6iRvpTJLMyMO7vqIaUGxat9fiBOmGiKqMp6J1_Tf5wtrr9NZP5T699yXRqGP3jxN1ZCaBx9KZCR5V2ltHI7qy99xrMrJkQaBpzh64ecyySkk12tvpx62ZVsQGU/s1280/P1180346a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi88ILzR2nqrrf6v5ydCO89SdgOJnwqw_fCAKFiQD4rQiCQEvH8OcNF7YnxkS-L91T6S6iRvpTJLMyMO7vqIaUGxat9fiBOmGiKqMp6J1_Tf5wtrr9NZP5T699yXRqGP3jxN1ZCaBx9KZCR5V2ltHI7qy99xrMrJkQaBpzh64ecyySkk12tvpx62ZVsQGU/w640-h480/P1180346a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />Of toch niet?<br />Daar zijn die displayperikelen weer.<br />Ik had daarvoor al een vreemd gedrag gemerkt dat de helderheid van het display veranderlijk was, of zelfs uit bleef.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNN6s2StM9jZNT-3dWLxmdJDCLswZX32i7SBeNIxjKiYrijcaGZ14OLKMvdfg-hrPbJcvL4dQFkpWhXV6DUOpJK5NsK6hpGnfn1XyOseVtLxWe4W3hHelZd8rNh1pRjGAzPF0adai4mFtJmmLtha_9PR8YSsjbMAS2z5ozOG7oJQkyzoQDsGPS9IvpGak/s1280/P1180347a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNN6s2StM9jZNT-3dWLxmdJDCLswZX32i7SBeNIxjKiYrijcaGZ14OLKMvdfg-hrPbJcvL4dQFkpWhXV6DUOpJK5NsK6hpGnfn1XyOseVtLxWe4W3hHelZd8rNh1pRjGAzPF0adai4mFtJmmLtha_9PR8YSsjbMAS2z5ozOG7oJQkyzoQDsGPS9IvpGak/w640-h480/P1180347a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />Dus toch een probleem met de beruchte connector. Waarschijnlijk niet te koop, dus gekozen voor de lastige maar 100% zekere oplossing door draadjes te leggen.<br /><br />De connector verwijderen is lastig en moet heel voorzichtig gebeuren om de eilandjes niet te beschadigen. Uiteindelijk is dat goed gelukt.<br />Als je maar voldoende vergroot lijkt alles doenbaar, maar de afstand tussen de eilandjes is maar 1mm of 1.27mm.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxEME-dCSGjVOA7-DxFR-34MVTmsySOgbjU2TAcr5DKiivDC0YDgJDf3je5EErthcz6Zub1hsleRiC0y5tTt7Cz_Fhx_BQtqnMrRolu0uHYBTLO4n2slD1fPfubK79ViY6a1GjK5Fyq_68RLzo3fKQgD796kNyCXigK_xf-kM5Jt0ewtV6zdjp-OfCLgY/s1280/P1180348a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxEME-dCSGjVOA7-DxFR-34MVTmsySOgbjU2TAcr5DKiivDC0YDgJDf3je5EErthcz6Zub1hsleRiC0y5tTt7Cz_Fhx_BQtqnMrRolu0uHYBTLO4n2slD1fPfubK79ViY6a1GjK5Fyq_68RLzo3fKQgD796kNyCXigK_xf-kM5Jt0ewtV6zdjp-OfCLgY/w640-h480/P1180348a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />De andere connector, kant LCD, reeds gefluxed.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1s9e2LeZ1VfPevmi52o_BNptQlI3OPY8CZidXMvbtjbwpbHf2FvU6dHHtKYYAerLGLroQUvWTBvxqsOQOwSmGVUJuCYwwewAsQTE9g11B_jEyKGY8fcaIOy64KmgQS5OjQXBoM3Z8uV8QfDBiyzyC4u1lw1k-TjCwv1Ujnzm8SZ8ZpufT0EfHbxBSEPw/s1280/P1180349a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1s9e2LeZ1VfPevmi52o_BNptQlI3OPY8CZidXMvbtjbwpbHf2FvU6dHHtKYYAerLGLroQUvWTBvxqsOQOwSmGVUJuCYwwewAsQTE9g11B_jEyKGY8fcaIOy64KmgQS5OjQXBoM3Z8uV8QfDBiyzyC4u1lw1k-TjCwv1Ujnzm8SZ8ZpufT0EfHbxBSEPw/w640-h480/P1180349a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />De 'kabels' zijn wire-wrap draadjes. Chinese wel te verstaan, geen Teflon maar plastic isolatie.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxGhE5Ix4TonCGN8Vf8z7vEJ8m2NIzJzs89agzys8LBmXjw5VZfTAN_cc7t32cIshl7CsHXWTqF-OdO3wSmnwQmtzaIMCsSf5K5Xwt75RvefQpaFHv0A_8bWtclcu1_9Tvn-EOWpRRf6qiZ3OIvI0R1ei0PkMKlHhRsRE17I4zBclUNgBbiMJQZlDLsf4/s3475/P1180352a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2606" data-original-width="3475" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxGhE5Ix4TonCGN8Vf8z7vEJ8m2NIzJzs89agzys8LBmXjw5VZfTAN_cc7t32cIshl7CsHXWTqF-OdO3wSmnwQmtzaIMCsSf5K5Xwt75RvefQpaFHv0A_8bWtclcu1_9Tvn-EOWpRRf6qiZ3OIvI0R1ei0PkMKlHhRsRE17I4zBclUNgBbiMJQZlDLsf4/w640-h480/P1180352a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />Nog een niet helemaal scherp detail. De blauwe verticale draad dient om te vermijden dat tijdens plaatsen van het display de draadjes aan de eilandjes kunnen bewegen. Die moest dan toch weer verwijderd worden omdat er onvoldoende ruimte was...<br />Het beige op het IC links is dubbelzijdig plakband om de draadjes op hun plaats te houden.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirfUi45H-hv4a1XYIoiLgkBBbFRtu3C4OZny2ILS0k6syfTHrbo6PGdlIWT_uwb7Xkct0mBz_-1S-ioMtGB5GX6wt_Biq5aaKpGyw1LWSy799Rl7q2ewVjMcCjDHfOnqtH_KTUm7vUsP1osW_sSw7SObYEa5cI4F-LjZ1NymehI5-qNJqwJVcEGJtA7q0/s1280/P1180356a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirfUi45H-hv4a1XYIoiLgkBBbFRtu3C4OZny2ILS0k6syfTHrbo6PGdlIWT_uwb7Xkct0mBz_-1S-ioMtGB5GX6wt_Biq5aaKpGyw1LWSy799Rl7q2ewVjMcCjDHfOnqtH_KTUm7vUsP1osW_sSw7SObYEa5cI4F-LjZ1NymehI5-qNJqwJVcEGJtA7q0/w640-h480/P1180356a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />Helaas, het probleem lijkt niet opgelost.<br />'t Is geen waar hé!<br />Een aantal seconden na inschakelen verschijnt dit beeld opnieuw. Elektronisch gezien lijkt het op een pin van een IC die zweeft. <br />Als je aan de VFO knop draait wordt het display terug normaal om na een aantal seconden terug vreemde tekens te geven. Het lijkt een beetje tè regelmatig.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK9Q8Zo-abohcQKE-d8n8dE6aZZRaqxOEuxTj8IQZORSggAqY0ZaRn1G5vymAUuvCsqpNE6ToodY2jTOAnxRnj24RNKxLNIyOmaps5-r62jaM_VuO_z0wXPvxxa0XJHy38whsN_W_mtDN7kScPKS8CPWXUVM017VGa4TqZB-MPTuAg4JKSD6SzSYxw57g/s1707/P1180355a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1707" data-original-width="1280" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK9Q8Zo-abohcQKE-d8n8dE6aZZRaqxOEuxTj8IQZORSggAqY0ZaRn1G5vymAUuvCsqpNE6ToodY2jTOAnxRnj24RNKxLNIyOmaps5-r62jaM_VuO_z0wXPvxxa0XJHy38whsN_W_mtDN7kScPKS8CPWXUVM017VGa4TqZB-MPTuAg4JKSD6SzSYxw57g/w480-h640/P1180355a.jpg" width="480" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />Maar wacht... <br /><br />Sommige zaken bij Kenwood kun je enkel activeren door tijdens power-on een knop in te drukken, bvb menu B is power-on + REV.<br />Het is goed mogelijk dat ik eerder een andere combinatie heb ingedrukt.<br />Ik herinner mij een stukje in de user manual over demo mode.<br /><br />En jawel!<br />Na een partial reset was het probleem dat er eigenlijk geen was, opgelost.<br />Als je een kollega amateur met een gelijkaardig toestel een loer wilt draaien, of korting krijgen op een h<span>a</span>mbeurs is dit de manier hi.<br /><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGZ00leUu9wND_XNaP5e5eNyBcxYSu16-dMPkHn3okNOWPz1hBf3nLmOiDqBdcoCBub27nJ5pp3uUuPoycKfx1z3GzYyg3eLhLMPxJasiUf2jEwBECCtaOQTJJCpUedQ-hAdWBRz2GpT31QZXG5OWVg7JbhafdYU8nnuRs_hEgahKmmQAHtIcKHN1phj8/s748/demo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="748" data-original-width="616" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGZ00leUu9wND_XNaP5e5eNyBcxYSu16-dMPkHn3okNOWPz1hBf3nLmOiDqBdcoCBub27nJ5pp3uUuPoycKfx1z3GzYyg3eLhLMPxJasiUf2jEwBECCtaOQTJJCpUedQ-hAdWBRz2GpT31QZXG5OWVg7JbhafdYU8nnuRs_hEgahKmmQAHtIcKHN1phj8/w528-h640/demo.jpg" width="528" /></a></div><br /><span style="font-family: verdana; font-size: medium;">Tot slot nog de powermeting in LO MID en HIGH stand.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj6tnvKjPR_-nSqgdx1lh4Tp670JRis58G9_E1zrYKaT5iN9t4nEhTyHT7m01YDLgv9BrZDwIuVnFql8-1j_Mm_djW-HStD7gWfto0Zsq3aNAI9cJxUA9BnvVjZyKGwg92pbWWVRmfuuinKseKQC7Ms78uubEKJXwDLTqf--xG7TeJqL3MG8-08FVUFfI/s1280/P1180357a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj6tnvKjPR_-nSqgdx1lh4Tp670JRis58G9_E1zrYKaT5iN9t4nEhTyHT7m01YDLgv9BrZDwIuVnFql8-1j_Mm_djW-HStD7gWfto0Zsq3aNAI9cJxUA9BnvVjZyKGwg92pbWWVRmfuuinKseKQC7Ms78uubEKJXwDLTqf--xG7TeJqL3MG8-08FVUFfI/w640-h480/P1180357a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKOh_OXxi1CGP_iaFW2yP0b9V0LoFi9JWJt1Ijdbk4N1KS3C_PnyBdcbZ04O_ELqcTpFyV_jT_BIVn1ek4RHSuXn20pYOksEgZX-Tld_ekyxO2HdVEGfRewRpWrfJ0w209JJEMBN3XIfo0KFA5t9gdDVd0yB9fWIvBiiPOpuk_7lxRqGu-d3qPFrhXIpY/s1280/P1180358a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKOh_OXxi1CGP_iaFW2yP0b9V0LoFi9JWJt1Ijdbk4N1KS3C_PnyBdcbZ04O_ELqcTpFyV_jT_BIVn1ek4RHSuXn20pYOksEgZX-Tld_ekyxO2HdVEGfRewRpWrfJ0w209JJEMBN3XIfo0KFA5t9gdDVd0yB9fWIvBiiPOpuk_7lxRqGu-d3qPFrhXIpY/w640-h480/P1180358a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOBqPTMPL7DkNKE6Rvd80qhY0EPiszZ5IhXjKVlYfwz4kqoH6W6AmnlLzmYmN7010eVZ_io8dysYCnAQFLs2fN-9E6JN5NZPUKkYk9D-aDI55f6Ohh6CJ0w1SFTkziTBD_I7u3g_lRHV1dwaVEaCOzeZI4rSus5YQodcIUowGV4B17sux6x9ycBG0Q7qY/s3551/P1180359a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2663" data-original-width="3551" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOBqPTMPL7DkNKE6Rvd80qhY0EPiszZ5IhXjKVlYfwz4kqoH6W6AmnlLzmYmN7010eVZ_io8dysYCnAQFLs2fN-9E6JN5NZPUKkYk9D-aDI55f6Ohh6CJ0w1SFTkziTBD_I7u3g_lRHV1dwaVEaCOzeZI4rSus5YQodcIUowGV4B17sux6x9ycBG0Q7qY/w640-h480/P1180359a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />Al bij al een leuk toestel. Een soort voorloper van een volwaardige dualbander met dezelfde mogelijkheden:<br />- duplex werken: zenden om 2m en terzeldertijd luisteren op 70cm<br />- 'papegaai repeater op 2m door de voice recorder (6 of 12s)<br />- transponder: 70cm in, zenden op 2m<br /><br /><br /><br /></span><p><br /><br /><br /><br /><br /><br /><br /><br /><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-55470379169266332482023-07-14T06:07:00.013-07:002023-08-15T04:29:13.429-07:00ontvangst analoge ATV Gent op 10GHz 2006/2023<p><span style="font-family: verdana; font-size: medium;">Een poging om met bestaande middelen de analoge FM zender van Gent te ontvangen.<br />De repeater zendt uit op 10.180MHz en staat op een apartementsgebouw vlakbij de watersportbaan, in de Neermeerskaai, aan het rondpunt aan de Europabrug. Dit gebouw is genoemd naar E. Van Beveren, dit staat boven de ingang.<br /><br />Google Streetview foto<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDS_rk1XKkKntF34xgIBO67GTIcXZQoKj9K7g07Pltdf--G8_OpYutWI7V6qNpfuG7JI1RoUqDEPQ_jFq9XABDCIAoqoZrJCFIyyKFZ9F18TChjKHMj31pVIg2FC747kGlbHy03u3ek7BRf_wIpp0AApmDELsLZtdMpuGztxhPukc8RKV70yfV8BqsqBA/s800/gebouw%20ATV%20GNT.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDS_rk1XKkKntF34xgIBO67GTIcXZQoKj9K7g07Pltdf--G8_OpYutWI7V6qNpfuG7JI1RoUqDEPQ_jFq9XABDCIAoqoZrJCFIyyKFZ9F18TChjKHMj31pVIg2FC747kGlbHy03u3ek7BRf_wIpp0AApmDELsLZtdMpuGztxhPukc8RKV70yfV8BqsqBA/w640-h480/gebouw%20ATV%20GNT.jpg" width="640" /></a><br /><br />Google Streetview foto van de antennes op het dak<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi28WHWYtcaVKm1sgZYOlmQZjK43BAAG9GmI5R0508Kwg9ECta-p8mC_Q-Ii8N6-bxLA4D1cEsJjiEtXOp41vKUaTfZFAebeMHEIJSysxJaIzCOvtiUz5Q4jQaD6NPfBjChYunUeBDYX5DaI6YelqVXJqSxFH-61oCmf3_2Dn3REoaMJ1a8g6Dx6QIGS4s/s1095/antennes.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="821" data-original-width="1095" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi28WHWYtcaVKm1sgZYOlmQZjK43BAAG9GmI5R0508Kwg9ECta-p8mC_Q-Ii8N6-bxLA4D1cEsJjiEtXOp41vKUaTfZFAebeMHEIJSysxJaIzCOvtiUz5Q4jQaD6NPfBjChYunUeBDYX5DaI6YelqVXJqSxFH-61oCmf3_2Dn3REoaMJ1a8g6Dx6QIGS4s/w640-h480/antennes.jpg" width="640" /></a><br /><br /><br />Afstand en richting voor ON1AHT<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiyczeM4rRS5qmmMeO4FFlUWOB00SFf_EhTh6x8fYxfjdj_bwWd9LKx5c6P0a70kSel-QfpcQ9yrIlavvlFCpmCl6IA0dPwjCdZM4mYHg6AqwTC594A5PVVdBVfzMfk6qdv3vCG_xKcWbW7x63WgKyR7cPPW9tadCvVst0IqiI1Befxj0UkAC1SRnmI7c/s954/richting%20AHT%20GNT.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="558" data-original-width="954" height="374" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiyczeM4rRS5qmmMeO4FFlUWOB00SFf_EhTh6x8fYxfjdj_bwWd9LKx5c6P0a70kSel-QfpcQ9yrIlavvlFCpmCl6IA0dPwjCdZM4mYHg6AqwTC594A5PVVdBVfzMfk6qdv3vCG_xKcWbW7x63WgKyR7cPPW9tadCvVst0IqiI1Befxj0UkAC1SRnmI7c/w640-h374/richting%20AHT%20GNT.jpg" width="640" /></a><br /><br /><br />Hoogteprofiel, ON1AHT = links<br />De 2 pieken zijn stukjes bos<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV6x10uFda3q2YR8SCOuifw9_TtVJ9VybSKOWHItFmzgkQEFmoooX5ehGae4dx5CCj3_KTiJQVTGFOQqF0ElmSeQfEJjqQlLaHygadnZz5Ip8QPOynw0-PA1dBoy4xPc1TRPT7NCmhb8N900VIAQvBaQbvpvwCKOk73pWz-7oNHmpvbGTrhZYp7kA1mlg/s1551/profiel%20AHT%20GNT.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="315" data-original-width="1551" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV6x10uFda3q2YR8SCOuifw9_TtVJ9VybSKOWHItFmzgkQEFmoooX5ehGae4dx5CCj3_KTiJQVTGFOQqF0ElmSeQfEJjqQlLaHygadnZz5Ip8QPOynw0-PA1dBoy4xPc1TRPT7NCmhb8N900VIAQvBaQbvpvwCKOk73pWz-7oNHmpvbGTrhZYp7kA1mlg/w640-h130/profiel%20AHT%20GNT.jpg" width="640" /></a><br /><br />Enkele schermen ter bepaling van de juiste richting<br /><br />Op korte afstand: loodrecht op de tribune van het voetbalveld<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGFER2fXS0cHCKAKXYnM-1wRpAIpw__1OOu1p9OHWhpb8-CvI5CGw1YCMSgCVwErOFDwZ2XD7CKXUUBX76JgJKhTuZkjdI23FUF_gtFYZdqVO66t42tk0OM0VArs7gctr9j0RG6VgdTAYgMvOff2qJ174Qh9IKlbRmo7IilbDytD0gOG_uTsJYE2t1FXM/s800/richting%20AHT%20GN2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGFER2fXS0cHCKAKXYnM-1wRpAIpw__1OOu1p9OHWhpb8-CvI5CGw1YCMSgCVwErOFDwZ2XD7CKXUUBX76JgJKhTuZkjdI23FUF_gtFYZdqVO66t42tk0OM0VArs7gctr9j0RG6VgdTAYgMvOff2qJ174Qh9IKlbRmo7IilbDytD0gOG_uTsJYE2t1FXM/w640-h480/richting%20AHT%20GN2.jpg" width="640" /></a><br /><br />Op wat grotere afstand: links van het kasteel van Olsene<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGiJDHCioIP4bo-v8cH7e2DfUA8LH-4H9J39W-_ulvZsAKwmYDq5MlNJtiXCnIaUOEFsmNUTSgF9Ri6AnonE5X9OBhzB14bGdji4h7Wu1b6BBccppStVKGHxOWqVw0ZrNF7qaje-dJHcBeiRhlmuPzSQOVyNssLL62Ui1wpJI7xH684TgaVVelphssiMw/s1170/richting%20AHT%20GNt_3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="878" data-original-width="1170" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGiJDHCioIP4bo-v8cH7e2DfUA8LH-4H9J39W-_ulvZsAKwmYDq5MlNJtiXCnIaUOEFsmNUTSgF9Ri6AnonE5X9OBhzB14bGdji4h7Wu1b6BBccppStVKGHxOWqVw0ZrNF7qaje-dJHcBeiRhlmuPzSQOVyNssLL62Ui1wpJI7xH684TgaVVelphssiMw/w640-h480/richting%20AHT%20GNt_3.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br />Een beetje terug in de tijd...<br /><br /><b>December 2006</b><br />Bijna 20 jaar geleden ben ik reeds QRV geweest op 10GHz voor analoge TV.<br />Hieronder wat foto's van toen.<br /><br />De antennes, met voor 10GHz een IKEA spiegel met aangepaste feed.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW3z15KnHxa8lruoJ6D0sCbmIyCs_QdRjnZIUdV0cyuyosR96aw_AsJW9YeN4Ad_A7KTWtD-8AARwCLKncuOoUAl2D62f2bAdT9EqhXsrz8GlSo0RYcfn2U8WhjDqrjBORePVmEdTp7en6zvL2Np4VVoHOyV0czRSdnI2B3aNCM__iYlwP46sG_ky1Px4/s1920/Ikea%20spiegel1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW3z15KnHxa8lruoJ6D0sCbmIyCs_QdRjnZIUdV0cyuyosR96aw_AsJW9YeN4Ad_A7KTWtD-8AARwCLKncuOoUAl2D62f2bAdT9EqhXsrz8GlSo0RYcfn2U8WhjDqrjBORePVmEdTp7en6zvL2Np4VVoHOyV0czRSdnI2B3aNCM__iYlwP46sG_ky1Px4/w640-h480/Ikea%20spiegel1.jpg" width="640" /></a><br /><br /><br />Het ontvangen beeld:<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyrfu49f9tT2mVnaEdcztdCH6xfxMfKfpSb_Ve00ARkUcnFL7Zo35fhhTa8NF8kxbPDMRSq29rN8QBjRalYBIUXfKNEBrJAGAK4i6XEy3JPMhFJM3GyJLIIHgbIxI2CHgZoTBDQCSU5gZ1QETTwLuu_8t-hUX-DlIBTxSIv34WRgTnwVFY3ukwc-38Yg4/s800/ON0TVO_3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyrfu49f9tT2mVnaEdcztdCH6xfxMfKfpSb_Ve00ARkUcnFL7Zo35fhhTa8NF8kxbPDMRSq29rN8QBjRalYBIUXfKNEBrJAGAK4i6XEy3JPMhFJM3GyJLIIHgbIxI2CHgZoTBDQCSU5gZ1QETTwLuu_8t-hUX-DlIBTxSIv34WRgTnwVFY3ukwc-38Yg4/w640-h480/ON0TVO_3.jpg" width="640" /></a><br /><br /><br />Blijkbaar kon ik nog wat winnen door de schotelantenne hoger te zetten.<br />Daarvoor moest de 23cm 35-EL Tonna verwijderd worden.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPPJbDsvGA815e-Aa80ZSMBSoyVB-8c2gbLLfvpRRNmJ7GZ1oLmnyqiJ5uMG_1xFQEXhdCeu-2RjHYRsGbss4IHdfjV6RtaLkkn_aU5612cMHJgYckTRk2DYB3qL5CLdWHRXjlObu5fgwful3yY-NQGVEsOqmGu1O5ZJLy7Dx_dB4oDtQx5itsAo7Gf9Q/s1920/Ikea%20spiegel2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPPJbDsvGA815e-Aa80ZSMBSoyVB-8c2gbLLfvpRRNmJ7GZ1oLmnyqiJ5uMG_1xFQEXhdCeu-2RjHYRsGbss4IHdfjV6RtaLkkn_aU5612cMHJgYckTRk2DYB3qL5CLdWHRXjlObu5fgwful3yY-NQGVEsOqmGu1O5ZJLy7Dx_dB4oDtQx5itsAo7Gf9Q/w640-h480/Ikea%20spiegel2.jpg" width="640" /></a><br /><br /><br />De ontvangst was duidelijk beter! <br />Helaas is de antenne de maand daarop gesneuveld. De krachten door de wind op de zachtgesoldeerde flens waren te sterk waardoor de parabool losgekomen is.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTUyj3PcvT1Czh69t-BIf23ROHnTGHI-UVWQ5LCD0jYKHaVS4J0p5BpjzIUPvdMggZzV7AXEERYw1ZWQhxpes5_cJVyqRlfnBMrYOcMFcu4_ue-UO8BQW4ie4bjJIeqG9hPoJDIWMM7_JehrovAN5cOe01NZyyrptMdSbluCEyg4U3r1EEu5qGPJrluIQ/s1920/ON0TVO_1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTUyj3PcvT1Czh69t-BIf23ROHnTGHI-UVWQ5LCD0jYKHaVS4J0p5BpjzIUPvdMggZzV7AXEERYw1ZWQhxpes5_cJVyqRlfnBMrYOcMFcu4_ue-UO8BQW4ie4bjJIeqG9hPoJDIWMM7_JehrovAN5cOe01NZyyrptMdSbluCEyg4U3r1EEu5qGPJrluIQ/w640-h480/ON0TVO_1.jpg" width="640" /></a><br /><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBYJx6YVfSrqMnn1DY2XSAfOYM65XSIbMEisBc0YJgWBr9OysDhKlO1CmnCUn9zmo_vimBjE1_O_VexZe8Mj8reexJiQcVd4FKGxPGACk0UkT2aga6BRqBVE_07syZ2mawHfNfWTTSFj3mYPg4G8T4Sh3Xt-JqV1BHFhfVpT25EYL4DFnjezh0E1MrwhY/s800/ON0TVO_2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBYJx6YVfSrqMnn1DY2XSAfOYM65XSIbMEisBc0YJgWBr9OysDhKlO1CmnCUn9zmo_vimBjE1_O_VexZe8Mj8reexJiQcVd4FKGxPGACk0UkT2aga6BRqBVE_07syZ2mawHfNfWTTSFj3mYPg4G8T4Sh3Xt-JqV1BHFhfVpT25EYL4DFnjezh0E1MrwhY/w640-h480/ON0TVO_2.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /></span><span style="font-family: verdana; font-size: large;"><b>terug in 2023</b></span><span style="font-family: verdana; font-size: medium;"><br />Er is reeds een 10GHz schotel aanwezig met azimuth en elevatieregeling, bedoeld voor de ontvangst van voornamelijk ON0HVL en andere 10GHz bakens.<br />De LNB is extern gelocked op 25MHz met een TCXO.<br />Dit moet in principe ook bruikbaar zijn voor ATV ontvangst.<br /><br /><b>Probleem:</b> <br />Gent zendt uit op 10.180MHz zodat de IF met de standaard LO van 9750 uitkomt op 430MHz. Dit is buiten het bereik van een analoge satelliettuner.<br /><br /><b>Oplossing 1</b><br />De Goobay LNB is een zogenaamde PLL LNB waarbij de LO afgeleid wordt uit een kristal op 25MHz. Dit kristal dient als referentie voor een PLL door te 'vermenigvuldigen' *390.<br />Dus door de referentiefrequentie aan te passen kan de LO veranderd worden.<br /><br />blokschema van een LNB.</span><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIVi2kOxz290BI8sugW36TyJtZp5KXZPnJ-CglpvnjI2MKgJL2sQQJtYgmmKDfjV7qQEUhntkdmqSHrbOA32PydVU-V_M8WABP8tNRYBgmwUJ7pRObL62I9dJHQBL7B-GTgVr8_3d9PbCiWWsceZR_T1VhqSdvp_8PM1LBmbvGSKHS0f_z_zg2gVKdJts/s561/10GHzXtalCon_Block2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="409" data-original-width="561" height="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIVi2kOxz290BI8sugW36TyJtZp5KXZPnJ-CglpvnjI2MKgJL2sQQJtYgmmKDfjV7qQEUhntkdmqSHrbOA32PydVU-V_M8WABP8tNRYBgmwUJ7pRObL62I9dJHQBL7B-GTgVr8_3d9PbCiWWsceZR_T1VhqSdvp_8PM1LBmbvGSKHS0f_z_zg2gVKdJts/w640-h466/10GHzXtalCon_Block2.jpg" width="640" /></a><br /><br /><br /><br /><br /><span style="font-family: verdana; font-size: medium;"><br />pinnekes van de RDA3566E, verder is geen data te vinden<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGtbaZqjJAVv54_hGRQ8Ah8EwmBJvnIUNDw3KqTrLg45M_kU6DiafF2Kz5iDQ3rQ8quny4Gn4XV-8y4BTR30noobEKCesdk2YGKvzmgyRX5X48nlGN8DzhwFEuvgnGnMzCw7ZzOIiExBfAD4BqMgPBHV6_BTKjGY8VKxmHfhEYcM7Lh-0cakbLYAMDa3s/s444/RDA3566E.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="444" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGtbaZqjJAVv54_hGRQ8Ah8EwmBJvnIUNDw3KqTrLg45M_kU6DiafF2Kz5iDQ3rQ8quny4Gn4XV-8y4BTR30noobEKCesdk2YGKvzmgyRX5X48nlGN8DzhwFEuvgnGnMzCw7ZzOIiExBfAD4BqMgPBHV6_BTKjGY8VKxmHfhEYcM7Lh-0cakbLYAMDa3s/s320/RDA3566E.jpg" width="320" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />Dit is het enige...<br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJlCUEwAigczSI2z2kj4lPcBGDByc-X4tgepCvjVXE0FyNSUEXh_BzEgR479y0-iZThiJsDlAYFbj2ZfjDgzTBtcKIEunN4ObiNPCwmv-kDqpEgLjd5_UU-_5QqG1ewi74L-HiIxFrJGsDEKIA3u8JPNX5cxYDaXxZsmVST036pRR3oGTxODd_nib3oN0/s896/rda3566e_features.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="582" data-original-width="896" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJlCUEwAigczSI2z2kj4lPcBGDByc-X4tgepCvjVXE0FyNSUEXh_BzEgR479y0-iZThiJsDlAYFbj2ZfjDgzTBtcKIEunN4ObiNPCwmv-kDqpEgLjd5_UU-_5QqG1ewi74L-HiIxFrJGsDEKIA3u8JPNX5cxYDaXxZsmVST036pRR3oGTxODd_nib3oN0/w640-h416/rda3566e_features.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />Alhoewel... op dit moment van schrijven: <br />zou er iets te doen zijn met de 11.3GHz LO??? <br />Dan komt GNT uit op 11300-10180 = <b>1120</b>. Dat zou ideaal zijn.<br /><br />Helaas, in een andere spec is deze optie verdwenen:<br /><br /></span></p><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfldi11CA7EQjuLdO0cAygUl591SEVU2crqoLaZj1h2SRrALKSYK5H_UrkiGLiltDOrVmykSZwGHddsyfqCKuFVMpwBnfLoqN264I8pc_wKSb8mU-9gykNMZ-ZXZwB_9awIHBxnhg0nliH7bUK-t5L1BjQpPqSPwBhqhtUS5cnpbFcH-uqyPVAntRw_cI/s1137/rda3566e_features1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="648" data-original-width="1137" height="364" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfldi11CA7EQjuLdO0cAygUl591SEVU2crqoLaZj1h2SRrALKSYK5H_UrkiGLiltDOrVmykSZwGHddsyfqCKuFVMpwBnfLoqN264I8pc_wKSb8mU-9gykNMZ-ZXZwB_9awIHBxnhg0nliH7bUK-t5L1BjQpPqSPwBhqhtUS5cnpbFcH-uqyPVAntRw_cI/w640-h364/rda3566e_features1.jpg" width="640" /></a></div><p><span style="font-family: verdana; font-size: medium;">De meeste pinnen zijn duidelijk, zeker als je samen met een LNB kijkt.<br />Pinnen G1,2,3 en D1,2,3 zijn voor de FETs.<br />Het is niet duidelijk waarvoor R_cal dient.<br />LO-sel wordt vis disc-eq 22KHz geschakeld.<br /><br /></span></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaP0x-RpVxXO2DKNzosMV7vCXAqaL4RA5wg9RS11vUAPMY0MC6BWFEqHBtp4pl1vUjB38n_ZlXZ5MTJZK13R0JgwX5V1ATNcoFIum_YFb-apIPKvbbYm_REzPDC33ux5zmSNHTXPuKrtwG94RFXAJ9y_s1tkACbFI1xCYClVwO6p6Kz9YTQjOBWsVdqos/s2497/LNB%20Goobay2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1353" data-original-width="2497" height="346" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaP0x-RpVxXO2DKNzosMV7vCXAqaL4RA5wg9RS11vUAPMY0MC6BWFEqHBtp4pl1vUjB38n_ZlXZ5MTJZK13R0JgwX5V1ATNcoFIum_YFb-apIPKvbbYm_REzPDC33ux5zmSNHTXPuKrtwG94RFXAJ9y_s1tkACbFI1xCYClVwO6p6Kz9YTQjOBWsVdqos/w640-h346/LNB%20Goobay2.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br /></span><br /><br /><br /><br /><span style="font-family: verdana; font-size: medium;"><br />Foto van mijn eerste opstelling voor de externe OCXO.<br />De OCXO is een goedkoop en veelgebruikt 10MHz blokje van CTE.<br /><br />Om aan 25MHz te komen werd gebruik gemaakt van een clock multiplier IC. Helaas geeft dit teveel jitter.<br />Op de foto zie je links naast het groene printje een gewone XO op 25MHz.<br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkuUdOA0MwGZfeYilXRhqjqQ7_IB-yKwiwrpKZEEsYJpYkvbHkjCGRXPXEuw9-A7PTCfECoMF7d3prpJOJfECIJqPewPON1ZRYPVr4OhRJlpkFQzgk9WO7OX6qVLHQC_MJCxK0DSFDmy3XpoOGu3DxZ6JhwkI8KxAvKvBJsb2wwaYAtZEZNJOzvK7OONU/s1024/indoor0.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkuUdOA0MwGZfeYilXRhqjqQ7_IB-yKwiwrpKZEEsYJpYkvbHkjCGRXPXEuw9-A7PTCfECoMF7d3prpJOJfECIJqPewPON1ZRYPVr4OhRJlpkFQzgk9WO7OX6qVLHQC_MJCxK0DSFDmy3XpoOGu3DxZ6JhwkI8KxAvKvBJsb2wwaYAtZEZNJOzvK7OONU/w640-h480/indoor0.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />Vorige opstelling kon niet gebruikt worden, en werd aangepast met de bekende x2.5 vermenigvuldiger met 74C74.<br /><br /><br />Om een 2- of 70cm toestel te kunnen gebruiken werd een andere versie gebouwd met dezelfde 10MHz OCXO die als referentie gebruikt wordt voor een SI5351. De uitgang van de SI5351 is voorzien van een eevoudig bandpassfilter alvorens te injecteren.<br />Onderaan zit een Arduino Promini om de SI5351 eenmalig in te stellen.<br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2U4l8JLi79Ikg8vxl_36HBIbUVtE-lsmBp6anOyHUSOi87UBZZghJNGRNnPWxeKuoGVUv-MIYKoeHVDIBmuHsBad1ejZAgDdxRn54AWAkwE-8Ms7-EazBn3gPbm7LxqXmtsNAGJvkKAMiQ8meIiwISziexp7RguchsDfzAHlEqJzzx8OsxKjo4xKI1g0/s1920/indoor2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2U4l8JLi79Ikg8vxl_36HBIbUVtE-lsmBp6anOyHUSOi87UBZZghJNGRNnPWxeKuoGVUv-MIYKoeHVDIBmuHsBad1ejZAgDdxRn54AWAkwE-8Ms7-EazBn3gPbm7LxqXmtsNAGJvkKAMiQ8meIiwISziexp7RguchsDfzAHlEqJzzx8OsxKjo4xKI1g0/w640-h480/indoor2.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br /><br /><br /></span><span style="font-family: verdana; font-size: medium;">Onderstaande tabel geeft F_out voor verschillende frequenties van de LO, en de F-xtal die daarvoor nodig is.<br />Helaas, met ongeveer 23MHz werkt het niet.<br />Blijkbaar lockt de PLL in de RDA3566 maar tot een refrentie van 24.1MHz; lager gaat niet.<br /><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP3LdGLCny1tm_9CsHAwYZZdTzkC5njJKAlfobV1MJ1CuRScXInoDy9LsLSheEnRju8YfshOj1o_RGU-X_255nmo3NRN8NZd4UzAf0XXZszPU9mYBKYFIiiLyuCAOGQMBMjKXo5KrDx-6QeKxqReEMsQ-Y0ORkA4Vf7rx_TSfgvfCIl25Wx-GW_XHWwkI/s437/tabel.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="437" data-original-width="220" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP3LdGLCny1tm_9CsHAwYZZdTzkC5njJKAlfobV1MJ1CuRScXInoDy9LsLSheEnRju8YfshOj1o_RGU-X_255nmo3NRN8NZd4UzAf0XXZszPU9mYBKYFIiiLyuCAOGQMBMjKXo5KrDx-6QeKxqReEMsQ-Y0ORkA4Vf7rx_TSfgvfCIl25Wx-GW_XHWwkI/w322-h640/tabel.jpg" width="322" /></a></div><p><br /><b><span style="font-family: verdana; font-size: medium;">Oplossing 2<span><br /></span></span></b><span style="font-family: verdana; font-size: medium;"><span>Dit is in feite wat ik eerst niet wilde doen: de 430MHz converteren naar een frequentie bruikbaar voor een normale satelliettuner.<br /><br />Daarvoor werd een ringmixer IE1000 gebruikt die ik nog had liggen.<br />Op de LO ingang werd 600MHz gezet zodat Gent op 1030MHz kan ontvangen worden.<br /><br />Het beste resultaat is ongeveer B3.<br />De schotel staat +-7m boven de grond, op een plat dak.<br />De richting is loodrecht op de voetbaltribune van Olsene Sportief waarvan het dak vernieuwd wordt; dit waren (asbethoudende) golfplaten.<br />Hieronder een foto richting Gent.<br /><br /><br /></span></span><span style="font-family: verdana; font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRstjj4z8jVcHKLRdAZnJCuD3nlniJoywSSK6VuATEHV02RE7wMzGpLh2dvG5huyPWYMnJPOYjGn68Rpm4iRBJMesUCHh8SFj-TzGIqO6iLq9IWpA2u807YwtDX7Q89OtS8l4XjqOqXtTUqcUDm1rei_F3m1O2HjGq8pYLCDqr5lcDBqpNfyuBk_fPwkc/s1920/zicht%20GNT.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRstjj4z8jVcHKLRdAZnJCuD3nlniJoywSSK6VuATEHV02RE7wMzGpLh2dvG5huyPWYMnJPOYjGn68Rpm4iRBJMesUCHh8SFj-TzGIqO6iLq9IWpA2u807YwtDX7Q89OtS8l4XjqOqXtTUqcUDm1rei_F3m1O2HjGq8pYLCDqr5lcDBqpNfyuBk_fPwkc/w640-h480/zicht%20GNT.jpg" width="640" /></a></span><span style="font-family: verdana; font-size: medium;"><span><br /><br /><br /></span>Resultaten<br /><br />van de OVRC site:<br /></span><cite>DE OUTPUTS:<br />24/24 en 7/7 in de lucht.</cite><br /><cite>Output 3cm FM op 10.180MHz 25Watt in een 16dB omni directionele slotantenne</cite><br /><span style="font-family: verdana; font-size: medium;"><br />Dit is niet mis qua opstelling hi. Toch zijn de beelden hier geen B5.<br />zie foto hieronder (genomen 14/7/23 +- 21:30)<br />Rapport = B3<br /><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMWxvEiyulnRx3hnOcBcheHQS04OAvueiIkirh67Ff-NUI0a5xbWYUepq-qZEa-ZgsewLAkahQqGxPBfATV4QDAqcipQuoCIjqPmAufSvEcGvpuGRzPxAjHwzrjRNF003hhux3YlsQ9rSejqlUhATWde1nknLYchECPmFnVMdLVThEpD5UR-W9WQrD5ZI/s1920/BEELD.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMWxvEiyulnRx3hnOcBcheHQS04OAvueiIkirh67Ff-NUI0a5xbWYUepq-qZEa-ZgsewLAkahQqGxPBfATV4QDAqcipQuoCIjqPmAufSvEcGvpuGRzPxAjHwzrjRNF003hhux3YlsQ9rSejqlUhATWde1nknLYchECPmFnVMdLVThEpD5UR-W9WQrD5ZI/w640-h480/BEELD.jpg" width="640" /></a></div><br /><p></p><p><span style="font-family: verdana; font-size: medium;">Enkele opmerkingen of bedenkingen<br />1/ er is nauwelijks verschil tussen H of V polarisatie. De betonnen muur van de voetbaltribune zit hier letterlijk en figuurlijk tussen...<br />2/ er staat nog een 'losse' LNB opgesteld richting ongeveer oost. Weliswaar iets hoger, juist boven de schouw op de foto's uit 2006.<br />Hiermee wordt GNT iets zwakker ontvangen bij H polarisatie. Bij V polarisatie wordt niets ontvangen.<br /><br />Nog te testen en publiceren:<br />experiment met oude, aangepaste DRO met alarmhoorntje, zie hieronder<br /><br /><br /><u>vervolg 16 juli 2023 - Met aangepaste DRO LNB</u><br /><br />De LNB met alarmhoorntje van in 2006 werd op de testmast geplaatst om na te gaan hoe goed of slecht die werkt in vergelijking met de Goobay LNB.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQGmFgm8NRhqkiHcmhFIJrn2Wzivt9eGBwYF0t5xjbzLSjzkfsUaYKi1f8B3GNJti1iK4RzFPhdF1HOwpnY4UWusBaADlmcXSxYmmzzMSfclzD1GhuhHZS7AYC4I_pnF9pNw77C16ZA8zPMUSYDrK8y-hwJSdBAhU1AZ9FyBb-IqVxrKmiRRY7C6efT8A/s1920/LNB%20California%20Amplifier.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQGmFgm8NRhqkiHcmhFIJrn2Wzivt9eGBwYF0t5xjbzLSjzkfsUaYKi1f8B3GNJti1iK4RzFPhdF1HOwpnY4UWusBaADlmcXSxYmmzzMSfclzD1GhuhHZS7AYC4I_pnF9pNw77C16ZA8zPMUSYDrK8y-hwJSdBAhU1AZ9FyBb-IqVxrKmiRRY7C6efT8A/w640-h480/LNB%20California%20Amplifier.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />De uitschuifbare buizentestmast, ongeveer 7m hoog<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitR-f9x2KO3hiRpjJkkTKNxutKKWMXT7lQHh_vAesj41vmh33K9Kf_WXGu_vVR3iPe0M4PEygYcOWoihqZafMq30X9aJ0UhZ4E6ioKG5E4G7d4GWS_9fz5D3y1AVbxbFBCl4bNvVqG2wdhZlXBSMyrxneIzJNxXVD2JsuALsk1QDS8UGM02hon2HL8tDI/s2560/opstelling%20op%20testmast%2016%20juli%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2560" data-original-width="1920" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitR-f9x2KO3hiRpjJkkTKNxutKKWMXT7lQHh_vAesj41vmh33K9Kf_WXGu_vVR3iPe0M4PEygYcOWoihqZafMq30X9aJ0UhZ4E6ioKG5E4G7d4GWS_9fz5D3y1AVbxbFBCl4bNvVqG2wdhZlXBSMyrxneIzJNxXVD2JsuALsk1QDS8UGM02hon2HL8tDI/w480-h640/opstelling%20op%20testmast%2016%20juli%202023.jpg" width="480" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />De LNB ingezoomd<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-gIYDw87Fxd3g-nuYRHEq0L_HR9U52O5HnePLL_uZ3w-yiyUONXEV0ztR8AxWO4GkjG4KbSd-p13vFyJuwGuSsQN8t-D6vpvwYa88TWM8Hg4lDA-lvRe0CRcwdciPXhPNK_b_wME0WP2-7UhfSxGk3HeMwW08FBsivPepAXWSkPs51wIaxxamz3Wx2Ak/s2881/LNB%20op%20mastje%2016%20juli%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2161" data-original-width="2881" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-gIYDw87Fxd3g-nuYRHEq0L_HR9U52O5HnePLL_uZ3w-yiyUONXEV0ztR8AxWO4GkjG4KbSd-p13vFyJuwGuSsQN8t-D6vpvwYa88TWM8Hg4lDA-lvRe0CRcwdciPXhPNK_b_wME0WP2-7UhfSxGk3HeMwW08FBsivPepAXWSkPs51wIaxxamz3Wx2Ak/w640-h480/LNB%20op%20mastje%2016%20juli%202023.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />Het richten van de LNB, een LCD scherm buiten is moeilijk goed te zien<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQolya9_AD5fvn-RIrKIAX4kTwLJfwziicD4aBu9LAbhp2nwChjy3iFJB_-e5Gi9TXcV7_qfkVqyHDbzTDLyO6LU5VnBvFTkcGXy1NuIylUNnOR0Qdbcob-bu-jcLGivTDNvKR54WWOsvqs_c6ur1FbuyAWG88HxtdCoEb6rSZfhKRpWYolk_lhTN6NqA/s1920/beeld%20LCD%20buiten.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQolya9_AD5fvn-RIrKIAX4kTwLJfwziicD4aBu9LAbhp2nwChjy3iFJB_-e5Gi9TXcV7_qfkVqyHDbzTDLyO6LU5VnBvFTkcGXy1NuIylUNnOR0Qdbcob-bu-jcLGivTDNvKR54WWOsvqs_c6ur1FbuyAWG88HxtdCoEb6rSZfhKRpWYolk_lhTN6NqA/w640-h480/beeld%20LCD%20buiten.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />De resultaten zijn gewoon goed, zoniet beter dan de Goobay<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjngggZK80qRLXi4uTgNyifp23RS_pvW0mGiI63Eft_gQ2TfoTwFsbsZ7TeY-1QV4w7tSz063YyoXBEyJlByc6vID_2T9e2FeFh2J_WHEkZvKS4O-XbVSuFg_tWtMdywtGRM0-JLW31Fdo7VN3zNwPxYZNoulL3F6KVsHB11gug0IOYdUO4D3vRHhgqXwg/s2711/beeld%20LNB%20hoortje%2016%20juli%202023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2033" data-original-width="2711" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjngggZK80qRLXi4uTgNyifp23RS_pvW0mGiI63Eft_gQ2TfoTwFsbsZ7TeY-1QV4w7tSz063YyoXBEyJlByc6vID_2T9e2FeFh2J_WHEkZvKS4O-XbVSuFg_tWtMdywtGRM0-JLW31Fdo7VN3zNwPxYZNoulL3F6KVsHB11gug0IOYdUO4D3vRHhgqXwg/w640-h480/beeld%20LNB%20hoortje%2016%20juli%202023.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br /><br />28 juli 2023<br /><br />Bij nader inzien zijn er nog enkele mogelijkheden.<br /><br />1 - Er werd gebruik gemaakt van de lageband met LO op 9750MHz. Deze LO kon onvoldoende naar beneden aangepast worden.<br />Echter, de hogeband LO op 10600MHz werd niet getest door het ontbreken van omschakelmogelijkheid met een 22KHz signaal op de LNB voeding.<br />De hogeband komt standaard uit op 10600 - 10180 = 420MHz.<br />Om GNT te kunnen ontvangen moet de LO <u>verhoogd</u> worden. Misschien kan de PLL in de LNB dit beter aan.<br /><br />2 - De eerste aangekochte Goobay LNB's zijn anders uitgevoerd, met andere IC's. Ik weet niet meer welke versie van LNB in de schotel zit.<br />Het bovenstaande experiment (met verlagen van de referentie) moet dus ook uitgevoerd worden op de andere soort LNB.<br /><br />Hieronder de Excel tabel voor bovenmenging, dus met 22KHz op de voeding van de LNB.<br /><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHjtHM8HSCpbZqDusVoSccVuZtQfp39rkpRglqQw1MA0OaMC6SdJ_kaIgMhVYyJcOEuTmXO_hEVk1uIce8eYvjmP8IGNRA95ihwH3p6FzkwVybM23Vpyr-NicZPke_C3DxDgdWJMikFi4KDZ0EOBTCqKh2xqDnb6a2iqo8_v5l9WVhidEVE7kmWh6AZH0/s535/tabel%20bovenmenging.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="535" data-original-width="279" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHjtHM8HSCpbZqDusVoSccVuZtQfp39rkpRglqQw1MA0OaMC6SdJ_kaIgMhVYyJcOEuTmXO_hEVk1uIce8eYvjmP8IGNRA95ihwH3p6FzkwVybM23Vpyr-NicZPke_C3DxDgdWJMikFi4KDZ0EOBTCqKh2xqDnb6a2iqo8_v5l9WVhidEVE7kmWh6AZH0/w334-h640/tabel%20bovenmenging.jpg" width="334" /></a></div><p><br /><span style="font-family: verdana; font-size: medium;">vervolg 15 aug 2023<br /><br />Het systeem met bovenmenging is niet bruikbaar: blijkbaar zit er een soort spiegelfilter waardoor er nog nauwelijks signaal doorkomt. Dit werd getest op ON0HVL.<br /><br />Opstelling ON1AFB met paneel-antenne en upconverter<br /><br />Binnengedeelte<br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHZJ3furBHCe6bu_d_1PjKbz0LCX05II49vJa6IeDPkJRqB624nro1vO204yGOd7NhXtHsf3ejdXGZXDzAOE8Z2rjlW_R95vR8YurM_GdGfKrx7S3PuWUeBDd9eMLxgS4PkxEaf15p_iM85tO7Kz64Ct9uqs02Fbillznv_3MY_exIWmXpGFK0z5LzogE/s1920/P1180199a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHZJ3furBHCe6bu_d_1PjKbz0LCX05II49vJa6IeDPkJRqB624nro1vO204yGOd7NhXtHsf3ejdXGZXDzAOE8Z2rjlW_R95vR8YurM_GdGfKrx7S3PuWUeBDd9eMLxgS4PkxEaf15p_iM85tO7Kz64Ct9uqs02Fbillznv_3MY_exIWmXpGFK0z5LzogE/w640-h480/P1180199a.jpg" width="640" /></a></div><p>Buitengedeelte<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWkxz2hJR6lgYQmwLdEyM3bcTjENLBWHrd3aNVJR6WKwwb44qL_6FxUrlvk0bwU50XeSx4lcQOyYcWs7vka_Acg5YElOazcp74dvCoVrfnYDJpt5lL_qtmnqIR6pbhUx9uOoEm5EHu4b-dL1k7q9GOiPQZ6E2AXHUJMkCYWlpVsxvwwudyOLK7DxnHnko/s1280/P1180194a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWkxz2hJR6lgYQmwLdEyM3bcTjENLBWHrd3aNVJR6WKwwb44qL_6FxUrlvk0bwU50XeSx4lcQOyYcWs7vka_Acg5YElOazcp74dvCoVrfnYDJpt5lL_qtmnqIR6pbhUx9uOoEm5EHu4b-dL1k7q9GOiPQZ6E2AXHUJMkCYWlpVsxvwwudyOLK7DxnHnko/w640-h480/P1180194a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />De parabool en paneelantenne<br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwrx7-pLlupblYKQXsuScp_R7tYAT-4QZPJOFY_w3OgSOkuLdG-emciYitfxFNpdBFhm_bWsNLFfrfXwCRhPRXa3tiA29Gk2-GTjJ5QZKBDkmbNlAkuMW60ZDaIJwNK4xjwxMTOhs7J7DzqMjpiIoYs9kta8tDsXg8OzQVdRorjbSznRPHPUnJSj0-z3Y/s1280/P1180196a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwrx7-pLlupblYKQXsuScp_R7tYAT-4QZPJOFY_w3OgSOkuLdG-emciYitfxFNpdBFhm_bWsNLFfrfXwCRhPRXa3tiA29Gk2-GTjJ5QZKBDkmbNlAkuMW60ZDaIJwNK4xjwxMTOhs7J7DzqMjpiIoYs9kta8tDsXg8OzQVdRorjbSznRPHPUnJSj0-z3Y/w640-h480/P1180196a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />Detail paneelantenne<br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmkklO7Wz1duPSKG8Yej4C0S89x2ZhPfmqXl85lG2Z5Q4qmybF48muwFU66Y_CUit4s_rcoCjZSETah6H5QZqAX3-lK9iAJBtIFzVdhdbWjk8jbxJRred3GYRKvsMt2_rnpikCHKijg4GILu_20RmA3ugvIUZrOZ9mvxjMY46OoWrR5m1gPHFB7EmTy6I/s800/P1180197a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmkklO7Wz1duPSKG8Yej4C0S89x2ZhPfmqXl85lG2Z5Q4qmybF48muwFU66Y_CUit4s_rcoCjZSETah6H5QZqAX3-lK9iAJBtIFzVdhdbWjk8jbxJRred3GYRKvsMt2_rnpikCHKijg4GILu_20RmA3ugvIUZrOZ9mvxjMY46OoWrR5m1gPHFB7EmTy6I/w640-h480/P1180197a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />Ontvangen beeld ATV GNT.<br />Door de niet-stabiele opstelling beweegt de antenne, en zit er QSB op het signaal. Inwerkelijkheid ongeveer B4.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHhx5k-v8UMq91C4Na_HHLLoNBgN0WzLRaLjz39REULO8lqci-3PtTQzY8TUWdVic3UhH27Vz_V7YL3ZKxcGOBdqertOEDrBK6UQvE18x2fP6fBBj1ob6tFU3VVVTCUc9m2FPKbsXbl3Y22YdZHJgq2-5iJ3QnHwLlcdEJY94D5Ovx7rlX--Dvcv0kxpk/s3521/P1180198a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2641" data-original-width="3521" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHhx5k-v8UMq91C4Na_HHLLoNBgN0WzLRaLjz39REULO8lqci-3PtTQzY8TUWdVic3UhH27Vz_V7YL3ZKxcGOBdqertOEDrBK6UQvE18x2fP6fBBj1ob6tFU3VVVTCUc9m2FPKbsXbl3Y22YdZHJgq2-5iJ3QnHwLlcdEJY94D5Ovx7rlX--Dvcv0kxpk/w640-h480/P1180198a.jpg" width="640" /></a><br /><span style="font-family: verdana; font-size: medium;"><br />Bij de testen is gebleken dat een 430MHz bandpasfilter vóór de upconverter een merkelijke verbetering geeft.<br /><br /><br /><br /><br /><br />wordt vervolgd (met mobiele opstelling ON1AFB)<br /><br /><br /><br /><br /></span><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> <span style="font-family: verdana; font-size: medium;"><br /></span></p><span style="font-size: medium;"><span style="font-family: verdana;"><br /><br /><br /><br /></span></span><b><span style="font-size: medium;"><br /></span></b>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-63408892906171909042023-06-06T00:56:00.009-07:002023-06-12T23:55:48.912-07:00Vaisala RS41SGP (KMI Ukkel)<p><span style="font-size: medium;"><span style="font-family: verdana;">Nog in bewerking...<br /><br />Veel hardware info over weersondes voor weerballonnen: <a href="https://github.com/bazjo/radiosonde_hardware">https://github.com/bazjo/radiosonde_hardware</a><br /><br /><br />De sonde herprogrammeren: <a href="https://www.aeq-web.com/rs41-radiosonde-vaisala-firmware-flash-gps-aprs-om3bc/?lang=en">https://www.aeq-web.com/rs41-radiosonde-vaisala-firmware-flash-gps-aprs-om3bc/?lang=en</a></span></span><span style="font-family: verdana;"><span style="font-size: medium;"><br /><br />De sonde gebruiken voor APRS: <a href="https://www.youtube.com/watch?v=wfblqUXEtQM">https://www.youtube.com/watch?v=wfblqUXEtQM</a><br /><br />Een site met mooie detailfoto's van de RS41: <a href="https://qrp.hu/egy-meteorologiai-ballonszonda-ujrahasznositasa-1-resz/">https://qrp.hu/egy-meteorologiai-ballonszonda-ujrahasznositasa-1-resz/<br /></a><br />Deze site naar het engels vertaald: <a href="https://qrp-hu.translate.goog/egy-meteorologiai-ballonszonda-ujrahasznositasa-1-resz/?_x_tr_sl=hu&_x_tr_tl=en&_x_tr_hl=en&_x_tr_pto=wapp">https://qrp-hu.translate.goog/egy-meteorologiai-ballonszonda-ujrahasznositasa-1-resz/?_x_tr_sl=hu&_x_tr_tl=en&_x_tr_hl=en&_x_tr_pto=wapp</a><br /><br />En het tweede deel daarvan na Google translate: <a href="https://qrp-hu.translate.goog/egy-meteorologiai-ballonszonda-ujrahasznositasa-2-resz/?_x_tr_sl=hu&_x_tr_tl=en&_x_tr_hl=en&_x_tr_pto=wapp">https://qrp-hu.translate.goog/egy-meteorologiai-ballonszonda-ujrahasznositasa-2-resz/?_x_tr_sl=hu&_x_tr_tl=en&_x_tr_hl=en&_x_tr_pto=wapp</a><br /><br /><br />Als je gewoon een sonde wilt om mee te experimenteren, neem dan een kijkje op Ebay, deze bvb: <a href="https://www.benl.ebay.be/itm/134605838255">https://www.benl.ebay.be/itm/134605838255</a><br /><br />"secret menu' van de RS41: <a href="https://github.com/digiampietro/esp8266-rs41">https://github.com/digiampietro/esp8266-rs41</a><br /><br /><br /></span><br /></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-64113067165079001422023-06-06T00:48:00.005-07:002023-06-06T00:56:53.989-07:00Weerballonnen<p><span style="font-size: medium;"><span style="font-family: verdana;">De wat oudere radioamateurs zullen dit boek uit 1973 vast wel kennen.<br />Hiermee kon je een station opbouwen waarmee weerstalletlieten rond de 136MHz in een lage baan konden ontvangen worden, en daarna op een mechanische manier wolkenfoto's 'afdrukken'.<br />Of je na al die inspanningen ook het weer kon voorspellen, nee dus, dat is voor de echte weermannen - en vrouwen.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFtbjihuoLgkMwOzK2avb9ZSKfUiahmKIlcS3rD0KRkQOe-9KXBqXYWU33llq5DLzS1tsBQoNZIrydHqO7UVtppVCKOm6T8DoKXr7qUtDouW2YGxG07jSWjyeg-q--WJ-eME6OIPQVRz6XZbo8fbyZiHT0UMz2hhD_cqelDaRzdVoDxmTaFvz-00wZ/s755/boek%20weersatellieten.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="755" data-original-width="551" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFtbjihuoLgkMwOzK2avb9ZSKfUiahmKIlcS3rD0KRkQOe-9KXBqXYWU33llq5DLzS1tsBQoNZIrydHqO7UVtppVCKOm6T8DoKXr7qUtDouW2YGxG07jSWjyeg-q--WJ-eME6OIPQVRz6XZbo8fbyZiHT0UMz2hhD_cqelDaRzdVoDxmTaFvz-00wZ/w293-h400/boek%20weersatellieten.jpg" width="293" /></a><br /><br />Om het weer te voorspellen heb je meer nodig zoals de vaste waarnemingen.<br />Onde andere weerballons die metingen in de hoogte doen.<br /><br />50 jaar na dit boek is er uiteraard veel veranderd, en is het complexer, maar toch gemakkelijker geworden.<br />Bijvoorbeeld op de website <a href="https://www.windy.com/?50.850,3.609,5">www.windy.com</a> kun je vanalles terugvinden.<br />Om het weer de komende dagen te weten gebruik ik graag <a href="https://www.xcweather.co.uk/forecast/9700">https://www.xcweather.co.uk/forecast/9700</a><br /><br />De techniek achter de weersvoorspellingen is heel interessant, en wat is er beter dan zelf zo'n stukje techniek, een weerballon zelf de in hand te hebben? Simpel: die vallen dagelijks gewoon uit de lucht.<br />Probleem: wààr komt de ballon neer?<br />De oude methode van het 'vossenjagen' kan uitkomst bieden, ook vandaag nog. Maar je zou liever voordien weten waar dit gebeurt, bvb. als de ballon in de (Noord)zee valt heb je er niet veel aan, tenzij je een boot hebt natuurlijk. <br /><br />Dankzij enkele amateursites is het mogelijk iedere dag voorspellingen te zien welk traject een weerballon zal volgen.<br /><a href="https://sondehub.org/">https://sondehub.org/<br /></a><a href="https://s1.radiosondy.info/">https://s1.radiosondy.info/</a><br />Het dichtstbijzijnde station voor mij is Ukkel. Met de oostenwind de laatste tijd is de kans dat een ballon mijn richting komt nu redelijk groot.<br /><br />In Ukkel wordt 3 keer per week om 12u UTC een ballon opgelaten, op maandag, woensdag en vrijdag.<br />De ballon stijgt tot ongeveer 30.000m en klapt dan doordat de druk op die hoogte heel laag is, enkele mbar. De apparatuur komt dan aan een parachute naar beneden.<br />Een vlucht duurt in totaal tussen 2 à 3 uur.<br /><br />Op maandag 5 juni 2023 werd besloten 'op jacht' te gaan.<br />De voorspelling laat zien dat de ballon zal neerkomen tussen Geraardsbergen en Enghien.<br />Hieronder de Sondehub voorspelling (1) en de groene cirkel de plaats waar de ballon werkelijk is geland.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhpuI6n213eNkh5wMtSDmtvgxFG79KK0brfE8dcD-W730LF8hANpylO1jpue42N4Y3D1p3UblcrnE2MGqyKK0T8aSB3PKInG-H1mPsQogzpPRxHxjv4Z3Ntnp9ks66fM5OjFQ6ChoXyHjl_g9ZZvsTPWJEl5zB2stDTn5E6kGYqOWQr_ik0PGfFKHt/s800/230605%20Sondehub%20voorspelling.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhpuI6n213eNkh5wMtSDmtvgxFG79KK0brfE8dcD-W730LF8hANpylO1jpue42N4Y3D1p3UblcrnE2MGqyKK0T8aSB3PKInG-H1mPsQogzpPRxHxjv4Z3Ntnp9ks66fM5OjFQ6ChoXyHjl_g9ZZvsTPWJEl5zB2stDTn5E6kGYqOWQr_ik0PGfFKHt/w640-h480/230605%20Sondehub%20voorspelling.jpg" width="640" /></a><br /><br />Radiosondy gaf een vergelijkbare voorspelling - de blauwe lijn.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLui0Z_pEFwCgoRgOtQw83OE9GPJOTQL1vsDtlNGQRaUbeFo7NYsACSINL66aj60-P-46_wMPX82JpcLdC2hkpbvt--pUkCk_Wz4R1OaxAXiBEZeCTRknYfsWTgONQEIHbCfxBl_fXvAVGlmg_4Y2zdbZ0MPDXkr0kz5_p3GC32LgRpoNa_G9X2eBg/s800/230605%20Radiosondy%20voorspelling.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLui0Z_pEFwCgoRgOtQw83OE9GPJOTQL1vsDtlNGQRaUbeFo7NYsACSINL66aj60-P-46_wMPX82JpcLdC2hkpbvt--pUkCk_Wz4R1OaxAXiBEZeCTRknYfsWTgONQEIHbCfxBl_fXvAVGlmg_4Y2zdbZ0MPDXkr0kz5_p3GC32LgRpoNa_G9X2eBg/w640-h480/230605%20Radiosondy%20voorspelling.jpg" width="640" /></a><br /><br /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;">De GPS werd ingesteld op het centrum van Galmaarden, en ik ben iets na 14u vertrokken.<br /><br />Bij de keuze om al dan niet op jacht te gaan speelt mee waar de landingsplaats is, dat kan dus overal zijn. Ik had bvb. de ballon op 31 mei gevolgd, en die is neergekomen in het centrum van Roubaix.<br />De kans dat je die niet kan recupereren is heel groot, bvb omdat die op een dak ligt, of op privé.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjodIAa9vQTMLRI0LUfu5BqSMsjWFv4_0DE3UGrlgjRg1JEbMF4qIdMq57huuWfRRTfLaUMlRAx2h2yorUHbswP_omeMXPOpEQAKeAbC6NC5YEn1v9aNsIdXZmXxXG5mUAnxX02A1JwF5d5WtyQXUekVFVsOZ1yFY2cp1gTx5gzYDdrG2ik7zYi7gmu/s800/Roubaix.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjodIAa9vQTMLRI0LUfu5BqSMsjWFv4_0DE3UGrlgjRg1JEbMF4qIdMq57huuWfRRTfLaUMlRAx2h2yorUHbswP_omeMXPOpEQAKeAbC6NC5YEn1v9aNsIdXZmXxXG5mUAnxX02A1JwF5d5WtyQXUekVFVsOZ1yFY2cp1gTx5gzYDdrG2ik7zYi7gmu/w640-h480/Roubaix.jpg" width="640" /></a><br /><br /><br />Je moet dus wat geluk hebben, en vermits Galmaarden en omgeving niet dichtbevolkt is was dit hier het geval. En of ik geluk had! De parachute lag op 10m van de straat, in een tarweveld.<br /><br />50m meer naar links, en de ballon hing in de bomen...<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2B-35WI5tjYo6w_MmKqeDvsuacTlUcG0bVehUrVtpFhUQqSEhLUG2fxCbK3CBohGN0KN5kUCKJM2c_1iNdFvoabSpB98yvrh9h4NxR3vpX1Xl7hHV_FcYys2VJLj3kTe92mjoX1tUrGg9sOPkTbzrOIpwwytA82g7oNpSueG9Va5EX1xEqVXZhbH8/s1024/berging%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2B-35WI5tjYo6w_MmKqeDvsuacTlUcG0bVehUrVtpFhUQqSEhLUG2fxCbK3CBohGN0KN5kUCKJM2c_1iNdFvoabSpB98yvrh9h4NxR3vpX1Xl7hHV_FcYys2VJLj3kTe92mjoX1tUrGg9sOPkTbzrOIpwwytA82g7oNpSueG9Va5EX1xEqVXZhbH8/w640-h480/berging%201.jpg" width="640" /></a><br /><br /><br />Geen schade aan tarwe (tractorsporen)<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiklUKLAv6ghla087x3nxJNx3ArTgRJ2aWhAH1HfMEb3aetBKMTFDUcW7cdPb3Fky6YPkpBNtb3sGpe_AeK4h2_8ZcSHkhFPskViVEg0k_lKOYeT8SmINHIMlF91NK9YGDeIiquYNLs2SNheh_jQBvCyWuPMpMcMa4fKitMRdyIdi6eKJN0dzyZx8OE/s1024/berging%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiklUKLAv6ghla087x3nxJNx3ArTgRJ2aWhAH1HfMEb3aetBKMTFDUcW7cdPb3Fky6YPkpBNtb3sGpe_AeK4h2_8ZcSHkhFPskViVEg0k_lKOYeT8SmINHIMlF91NK9YGDeIiquYNLs2SNheh_jQBvCyWuPMpMcMa4fKitMRdyIdi6eKJN0dzyZx8OE/w640-h480/berging%202.jpg" width="640" /></a><br /><br />De buit, zie andere post voor wat er in zit.<br /><a href="https://harrysradios.blogspot.com/2023/06/vaisala-rs81.html">https://harrysradios.blogspot.com/2023/06/vaisala-rs81.html</a><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitDs0KDzlNX6HYaKcNZTQ0NHjJ8I05yH-KkJWvt98irXeNVOyI_l9cr3ghNKEpewwXKHM5iUOL7YNfGLysLSy6mnzVA5wf2A5ai3uNCx16pAwiPO9QT2YPzA-bLZVnWhU8TntSexFE5hsXvvIicH4EORKt8KbTHDnwld3YZ5FYNZ4a63yDThBGLlQU/s1024/berging%203.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitDs0KDzlNX6HYaKcNZTQ0NHjJ8I05yH-KkJWvt98irXeNVOyI_l9cr3ghNKEpewwXKHM5iUOL7YNfGLysLSy6mnzVA5wf2A5ai3uNCx16pAwiPO9QT2YPzA-bLZVnWhU8TntSexFE5hsXvvIicH4EORKt8KbTHDnwld3YZ5FYNZ4a63yDThBGLlQU/w640-h480/berging%203.jpg" width="640" /></a><br /><br /><br />Om te weten waar de ballon neergekomen was heb ik gebruik gemaakt van <a href="https://mysondy.altervista.org/mysondygo.php">mysondygo</a><br />Dit is een ESP32 module met een OLED display en Lora ontvanger, hier gebruikt als 403MHz FSK ontvanger. In combinatie met een app worden de ontvangen GPS coordinaten van de weerballon getoond op een kaart op uw GSM.<br />Weten waar de ballon ligt is dus eigenlijk super eenvoudig...<br />Daar geraken kan misschien een probleem zijn maar dat was hier gelukkig niet het geval</span></span></p><p><span style="font-family: verdana;"><span style="font-size: medium;"><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE-_1Q4_XWWBIlSP5XmJcJTu5KbcqIPDg7hF6CfMFJjOFJ9F6wI5sznJRBgtbEsaW1bUNWHdcRKeDEaQg3R-YdxEe-5T-ODIBMb79dfey7RGIpzWsbn4_xMLOgkBUoIE5tSbYNrYIcNZN8rRV1mZA1jLbtJmGB8ryTQRd3R3kG9dEicYF0wIC4emRQ/s1024/Mysondy.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE-_1Q4_XWWBIlSP5XmJcJTu5KbcqIPDg7hF6CfMFJjOFJ9F6wI5sznJRBgtbEsaW1bUNWHdcRKeDEaQg3R-YdxEe-5T-ODIBMb79dfey7RGIpzWsbn4_xMLOgkBUoIE5tSbYNrYIcNZN8rRV1mZA1jLbtJmGB8ryTQRd3R3kG9dEicYF0wIC4emRQ/w640-h480/Mysondy.jpg" width="640" /></a><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVyz3wNJWAVhoXy4HzXhyvH6XqJkxGMeWSrLJidUkUy83GOcHD9P1shAoJBE0W5L8hIpyaSLq0O2zm94S1j9GGcoHuGiMxgBxgy2ov2-0p7TvO96XlPqTZkndKnSPuKgrL33pu-TPfnI5mAESbRvplObZGmTIeKQx3FZFSA6pfvOButmwFekz4DRhW/s2340/Screenshot_20230605-182800_MySondy%20GO.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2340" data-original-width="1080" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVyz3wNJWAVhoXy4HzXhyvH6XqJkxGMeWSrLJidUkUy83GOcHD9P1shAoJBE0W5L8hIpyaSLq0O2zm94S1j9GGcoHuGiMxgBxgy2ov2-0p7TvO96XlPqTZkndKnSPuKgrL33pu-TPfnI5mAESbRvplObZGmTIeKQx3FZFSA6pfvOButmwFekz4DRhW/w296-h640/Screenshot_20230605-182800_MySondy%20GO.jpg" width="296" /></a><br /><br /><br /></span><br /></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-46939039475964821412023-05-20T00:13:00.005-07:002023-05-20T00:13:55.724-07:00Jaybeam 7034 have golf VHF rondstraal antenne - 19 mei 2023<p><span style="font-family: verdana; font-size: medium;">Deze (professionele) antenne heb ik ooit gekregen als zijnde defect.<br />Om de opbouw en het defect te vinden werd de antenne opengezaagd.<br />De reden van het defect is meteen duidelijk: een onderbreking in een messing gedeelte van het voedingspunt, door corrosie.<br /><br />Detail van de weggecorrodeerde verbinding<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcBQcnIwxLl834rMB1QQ2I-yFALZG7t7EK05sSFxoV933-fsstYwPb7vWCN-TjJFRpNVystPf1aHDcLMqp522X7uE30ctysk20fWcN88zF74vE46hoEGeQt8MD3IPgw3dDSrkm4Wiu3xp6sk94reNGmYnmFW3HPZWJQjC5EO-SQmCEh4nPMb6iOjCw/s1280/DSC07728a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcBQcnIwxLl834rMB1QQ2I-yFALZG7t7EK05sSFxoV933-fsstYwPb7vWCN-TjJFRpNVystPf1aHDcLMqp522X7uE30ctysk20fWcN88zF74vE46hoEGeQt8MD3IPgw3dDSrkm4Wiu3xp6sk94reNGmYnmFW3HPZWJQjC5EO-SQmCEh4nPMb6iOjCw/w640-h480/DSC07728a.jpg" width="640" /></a><br /><br /><br />De doorgezaagde delen naast elkaar</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQnsey0WJ_7mIPqnv1kzHHU7UrncNSRQ52tGGTzP6XakwWhTbUCTITzB-qM09MMJieLOhDOfSmCGcID9-oGS3E7gNI062ACLTds9p8wQdEH19yyvOvJuNgBaC0Set2vgEkq6uIeSeLGSTia1N9nZ0Cmo8sv0BzItgYYmMu38SubaoJOQ2IN1p29nkj/s3996/IMG_9797a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: verdana; font-size: medium;"><img border="0" data-original-height="1054" data-original-width="3996" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQnsey0WJ_7mIPqnv1kzHHU7UrncNSRQ52tGGTzP6XakwWhTbUCTITzB-qM09MMJieLOhDOfSmCGcID9-oGS3E7gNI062ACLTds9p8wQdEH19yyvOvJuNgBaC0Set2vgEkq6uIeSeLGSTia1N9nZ0Cmo8sv0BzItgYYmMu38SubaoJOQ2IN1p29nkj/w640-h168/IMG_9797a.jpg" width="640" /></span></a></div><span style="font-family: verdana; font-size: medium;"><br />Mijn nota's met de maten<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFPzMPuv6RtcZzDq5u9iwW1NcxHEuAsj0eI7h9H1Wb2Y3dwKrRtLk2_j9KRCqW9bYIzcFVE7IXaBapIx7Q4mHh1ckv2gx9uPmCwoSAv9Hj_iy9IIKEK7NzKckRK7ArgRHDuQUSGuiM89TTcj36wb4frFUcjLu3ZQ7yC8FT6fCEysb4dBuN8C4f-EZD/s1280/IMG_9800a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="744" data-original-width="1280" height="372" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFPzMPuv6RtcZzDq5u9iwW1NcxHEuAsj0eI7h9H1Wb2Y3dwKrRtLk2_j9KRCqW9bYIzcFVE7IXaBapIx7Q4mHh1ckv2gx9uPmCwoSAv9Hj_iy9IIKEK7NzKckRK7ArgRHDuQUSGuiM89TTcj36wb4frFUcjLu3ZQ7yC8FT6fCEysb4dBuN8C4f-EZD/w640-h372/IMG_9800a.jpg" width="640" /></a><br /><br /><br />Het herstelde feedergedeelte<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRz8ZIYns-Hbo9KFvg3vne-01iWHzcux1GIQkTmqINjtpNE8_MiwKhVjgpeVkzYdEpGZARYGVtFU5VqbCM1fCeTApW_tXsH1hn0PTOZNem1mhAeuACy6W8d5D78RljavNwbEagcZBnLzls_zs1_SGBCW_8waA6pNTSURWArsPLhCz97otq6KR984k1/s1280/P1170742a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRz8ZIYns-Hbo9KFvg3vne-01iWHzcux1GIQkTmqINjtpNE8_MiwKhVjgpeVkzYdEpGZARYGVtFU5VqbCM1fCeTApW_tXsH1hn0PTOZNem1mhAeuACy6W8d5D78RljavNwbEagcZBnLzls_zs1_SGBCW_8waA6pNTSURWArsPLhCz97otq6KR984k1/w640-h480/P1170742a.jpg" width="640" /></a><br /><br /><br />Gereed om te testen. De doorgezaagde delen werden met een slangenklem aan elkaar gezet.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuj8V1_eyWUQLx2y8P8fy6YCJvh0k2u5zDUMn5KJlR1rE4tR_TpAuliUans-AvK415WxgJLEj2tktfIf2iyT9c3unZPPbDMb9-VbgFgD9KkRFd90Sb4V1GIbCdnxKPekkBW7ojPt9anSaS_V2Q2SNugwAtSA3mMoxwezRPFRELK_UKQA7ZXgF8eP6k/s1280/P1170743a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="960" data-original-width="1280" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuj8V1_eyWUQLx2y8P8fy6YCJvh0k2u5zDUMn5KJlR1rE4tR_TpAuliUans-AvK415WxgJLEj2tktfIf2iyT9c3unZPPbDMb9-VbgFgD9KkRFd90Sb4V1GIbCdnxKPekkBW7ojPt9anSaS_V2Q2SNugwAtSA3mMoxwezRPFRELK_UKQA7ZXgF8eP6k/w640-h480/P1170743a.jpg" width="640" /></a><br /><br /><br />De metingen met de nanoVNA.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqsbqeu-UCc3ZtpNo3prY-qMXg-LSshbRma-L3q2qw8_Y4s2l6c_AGGpn0ul5nwuGs7w6BvztAzXZXMRZAzveaT8vyiydlBaeIp4oo0FVVVsKYISup0xjttgUYnLlz4WiiewZyDqdVY6L7vmvvWSdaRgZ0dZ61uNviZL8gbXicq0sFbNEZ0E-OoLr/s1280/Jaybeam%207034%20VHF%20rondstraler.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1024" data-original-width="1280" height="512" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqsbqeu-UCc3ZtpNo3prY-qMXg-LSshbRma-L3q2qw8_Y4s2l6c_AGGpn0ul5nwuGs7w6BvztAzXZXMRZAzveaT8vyiydlBaeIp4oo0FVVVsKYISup0xjttgUYnLlz4WiiewZyDqdVY6L7vmvvWSdaRgZ0dZ61uNviZL8gbXicq0sFbNEZ0E-OoLr/w640-h512/Jaybeam%207034%20VHF%20rondstraler.jpg" width="640" /></a><br /><br /><br />Nogmaals de afmetingen, iets afwijkend van het papiertje hierboven.<br />Het onderste gedeelte is een kwartgolf lang, de straler is te kort om lambda/2 te zijn.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-l20ZXfI_mLGuzQZrR649xzHT0PfUa7WC7o4MI0vDUXDRGU22l6Kpv9IH-TnmwdItGGbrYXWxwfMVQw1aE7ziChQ3QZWQ7P3etLsCyGbcW89iXynse-y_a4AS_mdzMLAShzMHYnQMIhpXHJU8mKNja_JtHqijzJBvKMwIg4_BNfrwC57X56HDC_M/s1033/ppt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="770" data-original-width="1033" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-l20ZXfI_mLGuzQZrR649xzHT0PfUa7WC7o4MI0vDUXDRGU22l6Kpv9IH-TnmwdItGGbrYXWxwfMVQw1aE7ziChQ3QZWQ7P3etLsCyGbcW89iXynse-y_a4AS_mdzMLAShzMHYnQMIhpXHJU8mKNja_JtHqijzJBvKMwIg4_BNfrwC57X56HDC_M/w640-h478/ppt.jpg" width="640" /></a><br /><br /><br />Detail van de aanpassing<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijiHJFh2O-bdoA6A9S8GtcbwenZ-wIse1VBHPI4HVZoMmISuYIq3ZezQ07Dg5FKLmYAcs0SQ8zNcc9S4W0K7cKigb-Pb8lbhm1UV1dyeQbb8M286Goy-4zfdUv2W2KWi59CLD6PrMd16Nkjax2x28AQKSPB1phorIKT0ixdwYjHh4NKszWiXDkAOJI/s1280/DSC07725a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="489" data-original-width="1280" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijiHJFh2O-bdoA6A9S8GtcbwenZ-wIse1VBHPI4HVZoMmISuYIq3ZezQ07Dg5FKLmYAcs0SQ8zNcc9S4W0K7cKigb-Pb8lbhm1UV1dyeQbb8M286Goy-4zfdUv2W2KWi59CLD6PrMd16Nkjax2x28AQKSPB1phorIKT0ixdwYjHh4NKszWiXDkAOJI/w640-h244/DSC07725a.jpg" width="640" /></a><br /><br /><br />Detail van het label, deze antenne is voor 164MHz.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtJ7i7NiuJfmvRzwtdvGzt6bN_w3mzLIGsm1GSLqQ-vAJPwPml0Pbnfa4QZNlsc2e7bOv2pTZp3iE9NGnUzVTFjGjp7u3wa0YP5cpIGO1soW-ZEIVDQsJ5l9CZkdYJx6Do9Zc8KX6dywU5LvjVw-CSXze8WTcE7dNqxdZH_E1Cz6tJ7bYVk-fLiOE6/s786/P1170745a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="682" data-original-width="786" height="556" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtJ7i7NiuJfmvRzwtdvGzt6bN_w3mzLIGsm1GSLqQ-vAJPwPml0Pbnfa4QZNlsc2e7bOv2pTZp3iE9NGnUzVTFjGjp7u3wa0YP5cpIGO1soW-ZEIVDQsJ5l9CZkdYJx6Do9Zc8KX6dywU5LvjVw-CSXze8WTcE7dNqxdZH_E1Cz6tJ7bYVk-fLiOE6/w640-h556/P1170745a.jpg" width="640" /></a><br /><br /><br /><br /><br />Jaybeam is nu overgenomen door Amphenol, en deze antenne wordt voor verschillende frequenties gemaakt, van 50 tot 170MHz. Van de Amphenol website werden de afmetingen verzameld van de verschillende modellen.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6BUnCBxyzCWfV94YVTsWYEDsgftiG_waqab3a9PXLveaiRmiByYfUOmKZNyi6rpS4DdqAqLUklTE1Hz14ASWPCquqRrG8LUd2uUigThkoldnvRVtCuZocwrAFnC1ZEU2tHnn2iy6rzMB3qvx4iw6oAY2LDyUNRU19XC1TGurO1MKUZXBVIK0yO7wV/s595/afbeelding_2023-05-20_083829031.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="595" data-original-width="349" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6BUnCBxyzCWfV94YVTsWYEDsgftiG_waqab3a9PXLveaiRmiByYfUOmKZNyi6rpS4DdqAqLUklTE1Hz14ASWPCquqRrG8LUd2uUigThkoldnvRVtCuZocwrAFnC1ZEU2tHnn2iy6rzMB3qvx4iw6oAY2LDyUNRU19XC1TGurO1MKUZXBVIK0yO7wV/w235-h400/afbeelding_2023-05-20_083829031.png" width="235" /></a><br /><br /><br />Het idee is om een dergelijke antenne eens na te bouwen voor de 2 meterband.<br />Uit de tabel blijkt dat de maten verhoudingsgewijs kunnen bepaald worden.<br /><br />De antenne is een eindgevoede halvegolf straler.<br />Vergelijkbaar met een J-antenne, of een fietspompantenne.<br />Het verschil is dat het stralend gedeelte hier volledig geïsoleerd opgesteld is, en de voeding capacitief gebeurt via het 'klokje' en de pertinax buis. Tevens ligt het voedingspunt op het kwartgolf aanpassingsgedeelte hoger, en lijkt geïnverteerd: meestal ligt het centrale gedeelte aan massa.<br /><br /><br />voorlopig einde<br /><br /><br /><br /><br /></span><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-31052447436106480422023-05-16T23:15:00.012-07:002023-05-22T00:14:09.214-07:00SHF X-tal oscillator / kristaltester<p><span style="font-family: verdana;"><span style="font-size: medium;">Al surfend op het net kwam ik de Anglian transverter van G4DDK tegen.<br />Link voor homepage: <a href="http://www.g4ddk.com/Products.html">http://www.g4ddk.com/Products.html</a><br />Link voor bouwbeschrijving met schema: <a href="http://www.g4ddk.com/Anglian3Assmanv1_3.pdf">http://www.g4ddk.com/Anglian3Assmanv1_3.pdf<br /><br /></a>Daarbij viel mij de schakeling op voor de lokale oscillator.<br />Deze lijkt heel sterk op de schakeling die gebruikt werd in Barco CATV input- en outputconverters in de CC1000 toestellen.<br /><br />Dit is een Butler oscillator.<br />Leesvoer: <br />PDF van Euroquartz: <a href="https://euroquartz.co.uk/media/1879/tech-notes.pdf">https://euroquartz.co.uk/media/1879/tech-notes.pdf</a><br />LA8AK: <a href="http://www.noding.com/la8ak/d3.htm">http://www.noding.com/la8ak/d3.htm</a><br />en daarin dit 252 pagina's tellende werk gevonden: <a href="https://bgaudioclub.org/uploads/docs/Crystal_Oscillator_Circuits_Krieger_Matthys.pdf">Klik</a><br /><br />De reden voor deze publicatie:<br />Om wat orde te scheppen in mijn verzameling kristallen heb ik een simpele kristaltester gebouwd.<br />Je kan die ook voor minder dan 10€ op Ebay vinden, bvb <a href="https://www.benl.ebay.be/itm/303186021091">KLIK</a>.<br /><br />In wezen bestaat de tester uit een oscillator en een PIC counter.<br />De schakeling voor de oscillator is zoals onderstaande opzet:<br /><img alt="" src="data:image/png;base64,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" /><br /><br />Met deze schakeling en een gewone counter kun je de meeste kristallen testen en indelen.<br />Overtone kristallen echter lijken hiermee niet te werken.<br />Vandaar dat er in mijn tester twee oscillatoren aanwezig zijn, de tweede volgens onderstaand schema.<br /><br /><br />Anglian van G4DDK<br /><img alt="" src="data:image/png;base64,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" /><br /><br /><br /><br /><br />Barco CH/IF converter<br /><img alt="" src="data:image/png;base64,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" /><br /></span></span></p><p><span style="font-family: verdana; font-size: medium;"><br /></span></p><p><span style="font-family: verdana;"><span style="font-size: medium;">Nog een zelf opgetekend schema van een LO voor een CH/IF (channel naar IF) converter voor kanaal E50 - 703.250MHz.</span><br /><span style="font-size: medium;">Link voor TV kanalen: </span><a href="https://en.wikipedia.org/wiki/European_cable_television_frequencies" style="font-size: large;">KLIK</a><br /><span style="font-size: medium;">De oscillator is klassiek van opzet.</span><br /><span style="font-size: medium;">De laatste vermenigvuldigtrap is uitgevoerd met een diode. Daarna volgt een mooi bandpasfilter met kwalitatieve Johansson trimmers. Het idee was om hiermee een bakenzender voor 70cm te maken mits een gepast kristal gevonden werd.<br />Zie een andere post: <a href="https://harrysradios.blogspot.com/2022/07/70mhz-en-70cm-baken.html">https://harrysradios.blogspot.com/2022/07/70mhz-en-70cm-baken.html</a><br /></span><br /><span style="font-size: medium;"><img alt="" height="640" 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" width="510" /></span><br /><br /><br /><br /><span style="font-size: x-small;"><br />Er ging (19/5/2023 11:30) blijkbaar iets mis bij Google om foto's in te voegen... Mogelijk iets met tweetrap verificatie? Dit vervolg werd met de Edge browser afgewerkt.</span><br /><br /><br /><span style="font-size: medium;">De voorkant van de converter, dit is een plugin.</span><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCaY1yzqlTUVnfpOTrgMZRftZc2-mH3lC7y_ilJm-np8ksI7QHL7crlDT70I2hTwtuw-SqDORQfZ-Uc2aktLxQ74HSkDKlDf8r6xRUMGcnk0Lh-Uj6kOqKEhqdovV4-tMliUbEYjVoJL6rwkfs-eJYIYdGJ6ONr35K2QJtsmce3VY8Gao0X4uD0OsI/s1920/P1170735a.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: verdana; font-size: medium;"><img border="0" data-original-height="1229" data-original-width="1920" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCaY1yzqlTUVnfpOTrgMZRftZc2-mH3lC7y_ilJm-np8ksI7QHL7crlDT70I2hTwtuw-SqDORQfZ-Uc2aktLxQ74HSkDKlDf8r6xRUMGcnk0Lh-Uj6kOqKEhqdovV4-tMliUbEYjVoJL6rwkfs-eJYIYdGJ6ONr35K2QJtsmce3VY8Gao0X4uD0OsI/w640-h410/P1170735a.jpg" width="640" /></span></a></div><span style="font-family: verdana; font-size: medium;"><br /><br /><br />Het LO gedeelte van de converter; aan de onderkant zit het UHF gedeelte met ingangstrap, mixer en IF uitgang<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPV_o28Q1KldvdtheLyzBFlfPJxsXmQoaXMf2tuxEU9XpGc11DFmEF5s4atNXyj32uNU2wYV8iZkG_9c1EbG0hQFh8qOaI9S3X3cQ-iEtjTttT8vjTsb690FwkuB3MudpranHNKpfZaiL2TQrwDtYs7KgvxKtE7s7oXNCuzb0H09CXh9s65whteMau/s1920/P1170736a.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="922" data-original-width="1920" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPV_o28Q1KldvdtheLyzBFlfPJxsXmQoaXMf2tuxEU9XpGc11DFmEF5s4atNXyj32uNU2wYV8iZkG_9c1EbG0hQFh8qOaI9S3X3cQ-iEtjTttT8vjTsb690FwkuB3MudpranHNKpfZaiL2TQrwDtYs7KgvxKtE7s7oXNCuzb0H09CXh9s65whteMau/w640-h309/P1170736a.jpg" width="640" /></a><br /><br /><br />Detail van het bandpas voor de LO<br /><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipgyU_yzHeKwHDIEldlvE8NVGKOyo5lnjvOEzMs7vIhOIYJrUEzdsRFrE4lAkxXCtaniIxBNoXVyVC_lg-rjmcdO5ylg4CyUiTKbMS6sM0c7ChbEsz_KXL0OXmRM7hS3clbPnDfKURaaQnNAn8ZLKvWcuoEhx40gsv7_0fJtbxadTxtILO8VKG5F2D/s1920/P1170738a.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: verdana; font-size: medium;"><img border="0" data-original-height="1248" data-original-width="1920" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipgyU_yzHeKwHDIEldlvE8NVGKOyo5lnjvOEzMs7vIhOIYJrUEzdsRFrE4lAkxXCtaniIxBNoXVyVC_lg-rjmcdO5ylg4CyUiTKbMS6sM0c7ChbEsz_KXL0OXmRM7hS3clbPnDfKURaaQnNAn8ZLKvWcuoEhx40gsv7_0fJtbxadTxtILO8VKG5F2D/w640-h416/P1170738a.jpg" width="640" /></span></a></div><span style="font-family: verdana; font-size: medium;"><br /><br />De (lege) onderkant van de converter<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9oX2quVLwcQXhMjzXM5atcqungRGc1POatEQd5Z6wScI64y4s_WIzgv7cAa0Hkgxm6Tn8pyXy0t116FTr8NMtSFDlH2klXyHqJiHtT6srqosCcjfnOObAkcDoabbIZ3vcR_5Ifkq0H6iVsFiUlPD08E41yTgYD6vKmn-5V6h2HEp2F0W3KWIw3frW/s1920/P1170739a.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="983" data-original-width="1920" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9oX2quVLwcQXhMjzXM5atcqungRGc1POatEQd5Z6wScI64y4s_WIzgv7cAa0Hkgxm6Tn8pyXy0t116FTr8NMtSFDlH2klXyHqJiHtT6srqosCcjfnOObAkcDoabbIZ3vcR_5Ifkq0H6iVsFiUlPD08E41yTgYD6vKmn-5V6h2HEp2F0W3KWIw3frW/w640-h328/P1170739a.jpg" width="640" /></a><br /><br /><br />Nu met inhoud: Het afgeschermde RF inputgedeelte links, de discreet opgebouwde double balanced mixer en het IF gedeelte <br /></span><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDyS2_Aahp-bh66Yq8YHq7EkdEDsLVK_OGdGOakGFA8tkhkHXUL35fZhJGJadoZPvmL4CJUolgmbF_Ev71pvxBdu8tSqTkwQf_fSUke9TIMtuWHs-c1j8z_lrmi0bLl7DXxFI8jIVQiY6tOqeicYOHKUqkJ2AILbKDpH81rAHCrQTXuRWCqH5VuKPJ/s1280/P1170746a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="571" data-original-width="1280" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDyS2_Aahp-bh66Yq8YHq7EkdEDsLVK_OGdGOakGFA8tkhkHXUL35fZhJGJadoZPvmL4CJUolgmbF_Ev71pvxBdu8tSqTkwQf_fSUke9TIMtuWHs-c1j8z_lrmi0bLl7DXxFI8jIVQiY6tOqeicYOHKUqkJ2AILbKDpH81rAHCrQTXuRWCqH5VuKPJ/w640-h286/P1170746a.jpg" width="640" /></a></div><br /><br /><span style="font-family: verdana; font-size: medium;">Detail van de RF input<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4d_r9UGdNYe1EYO1qzY8qxCeQUizB2VIfiwL8e0woNA1Bdxe0gfSvqSxmlU5-SKoVWXWdCNmHIYM46n2UjC64U_e49VHjxAo7cji4SOGRirS8hpvKQtCoBz2sRThYFf8HZX-YdPG21Yt29oacnwzunWuiTiDReF2K1vMiOfIPFmYEaDRaZ5eicGZD/s1280/P1170748a.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="832" data-original-width="1280" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4d_r9UGdNYe1EYO1qzY8qxCeQUizB2VIfiwL8e0woNA1Bdxe0gfSvqSxmlU5-SKoVWXWdCNmHIYM46n2UjC64U_e49VHjxAo7cji4SOGRirS8hpvKQtCoBz2sRThYFf8HZX-YdPG21Yt29oacnwzunWuiTiDReF2K1vMiOfIPFmYEaDRaZ5eicGZD/w640-h416/P1170748a.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br /></span><br /><p></p><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-73425686815499414782023-05-14T02:26:00.002-07:002023-05-14T02:26:49.798-07:00Duoband VHF/UHF antennes vergelijk - 14 mei 2023<p><span style="font-size: medium;"><span style="font-family: verdana;">In verloop van tijd heb ik wat duoband antennes in huis gehaald.<br />De laatst nieuw aangekochte Jetfon X30 van op de hambeurs in La Louvière 2021 mat op de nanoVNA niet zo goed. En op de kofferbakverkoop WLD werd recent een gebruikte Comet GP1 aangekocht, met de bedoeling op de shackzolder te plaatsen.<br />Alvorens te plaatsen, eerst wat metingen, foto's van binnenwerken, en proberen de werking te begrijpen.<br /><br />De geteste antennes:<br />Comet CA-2x4WX<br />Comet GP1<br />Jetfon X30<br />Kopie Diamond X30<br /><br /><br />Voor de werking kan deze tabel frequentie <> golflengte van pas komen<br /><br /><img alt="" src="data:image/png;base64,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" /></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /><u>Meetmethode:</u><br />De antennes worden opgesteld op een testmastje van ongeveer 5m hoog en via +-15m LMR240 kabel aan de nanoVNA aangesloten.<br />De NanoVNA saver PC software wordt gebruikt om 3 grafieken te maken:<br />Een globaal beeld van 140 tot 460MHz, en een detail voor 2m en 70cm.<br />De aanpassing S11, en Smithkaart worden weergegeven.<br />De grijze verticale band in de S11 grafiek zijn de 2m en 70cm amateurband.<br />VNA saver laat blijkbaar niet toe de calibratiegegevens te gebruiken?<br /><br /><br /><br /><b><u>1/Comet CA-2x4WX</u></b><br />Ik heb deze antenne ooit gekregen van Ronald ON7FLY maar nooit opgesteld.<br /><br />Deze antenne is prima, zowel voor 2m als voor 70cm. Merk op dat er ook aanpassing is rond 220MHz.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1QdmvetkJWTS-lSZFhHAoEaXi0DTH1h8rQi6HgPI9LiSw8K-2kFqXcH3OWTdB_KFXoO8BRblrJIdNzJ9rUDfkSWw61ZNapreMtc0CTaRHuxPy4SGVIt0-UURBAMhSY7Md2gwnhEUtZASLraGRqSRiEvCJCLNC0CmS7YFxu6LVpuP_uFNr0FuJ2CeC/s1256/Comet%20Ronald%202%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="645" data-original-width="1256" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1QdmvetkJWTS-lSZFhHAoEaXi0DTH1h8rQi6HgPI9LiSw8K-2kFqXcH3OWTdB_KFXoO8BRblrJIdNzJ9rUDfkSWw61ZNapreMtc0CTaRHuxPy4SGVIt0-UURBAMhSY7Md2gwnhEUtZASLraGRqSRiEvCJCLNC0CmS7YFxu6LVpuP_uFNr0FuJ2CeC/w640-h328/Comet%20Ronald%202%2070.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVkLXYpKWVztck7ZvDhLiLWGk9K7g7r4Roy6jsR7ZRGKoSx8MD8_vL-4t9zek_T4tnpr3ideXXkp5SDtpcsGYFQ8NA36B_n1Ux0ibE5vicS05q6hmGDQp9bS8S4BYDbWuFxTdY2GEAT6T3Kcj_SdFdd2C9UbL30tTmvuYrWU0fEt0c2qwW6LFhjMdP/s1256/Comet%20Ronald%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="648" data-original-width="1256" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVkLXYpKWVztck7ZvDhLiLWGk9K7g7r4Roy6jsR7ZRGKoSx8MD8_vL-4t9zek_T4tnpr3ideXXkp5SDtpcsGYFQ8NA36B_n1Ux0ibE5vicS05q6hmGDQp9bS8S4BYDbWuFxTdY2GEAT6T3Kcj_SdFdd2C9UbL30tTmvuYrWU0fEt0c2qwW6LFhjMdP/w640-h330/Comet%20Ronald%202.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEEd1CjNGaOMYYuNLu_xhjV2UaaJAYJRWSXTAjgKFpoBh5tXjqKUNRQ9qBFVs-aUFgMn5ArhdTlC7H9a1ozlcx04mL-gOlbLYsR3ca9l4hguBK5Wi4KeV-L3vAVb7lrrriLSOyvZThpc_0_7EUdxagcIMErJnFbcBjsyDIlrsFYFg-z7nkzVfXo5F0/s1256/Comet%20Ronald%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="646" data-original-width="1256" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEEd1CjNGaOMYYuNLu_xhjV2UaaJAYJRWSXTAjgKFpoBh5tXjqKUNRQ9qBFVs-aUFgMn5ArhdTlC7H9a1ozlcx04mL-gOlbLYsR3ca9l4hguBK5Wi4KeV-L3vAVb7lrrriLSOyvZThpc_0_7EUdxagcIMErJnFbcBjsyDIlrsFYFg-z7nkzVfXo5F0/w640-h330/Comet%20Ronald%2070.jpg" width="640" /></a><br /><br /><br /><b><u>Aanpassing <> VSWR</u></b><br /><br />In plaats van S11 - returnloss - zou je ook de SWR kunnen meten. Dit is in wezen precies hetzelfde, maar het beeld is anders, en volgens mij minder duidelijk.<br />Grofweg kun je stellen dat een aanpassing vanaf 10dB / SWR = 2 aanvaardbaar is, en dat een aanpassing van 20dB / SWR = 1.2 prima is.<br /><br />zie tabel hieronder.<br /><img alt="" src="data:image/png;base64,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" /><br /><br /><br /><u><b>Comet GP1</b></u><br /><br />OK voor 2m, zit duidelijk te laag voor 70cm, maar in SWR waarde nog steeds een acceptabele 1.4<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_7Q9fetNf9pgpIOS1DIoIXIl06vqqTapKwjQrTsKZUWtD3AH9M0bBF9-DcBTHWc0-XwdMAbOSbCtBI1crnHPWdS7mnFyRd8etFov8JBVwJQTp4gXQddEmnqRz14Kb1bVMj1wBKstKPq0x2qwiUVnpkwICtl3orBhcYQeWDMiLdMkyfJMYLJbotRNs/s1255/Comet%20GP1%202%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="644" data-original-width="1255" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_7Q9fetNf9pgpIOS1DIoIXIl06vqqTapKwjQrTsKZUWtD3AH9M0bBF9-DcBTHWc0-XwdMAbOSbCtBI1crnHPWdS7mnFyRd8etFov8JBVwJQTp4gXQddEmnqRz14Kb1bVMj1wBKstKPq0x2qwiUVnpkwICtl3orBhcYQeWDMiLdMkyfJMYLJbotRNs/w640-h328/Comet%20GP1%202%2070.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYsm-piP7ydZyr-dP663_0NWpubZyBJiTENXGau0yHNMLQvKpP0icjQdZd0GrJm4_oFAgl0iPzreaWTopmqL6Ma2yxLsZ4SK-HYivrEsYnuKmUmyFfeUVyqU6tWKANuDwWOEdM8JbsmgE8WhCCU5kFe96uXU3xpvvihAVyxvawoQfsoFvpHqsUFPwR/s1255/Comet%20GP1%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="644" data-original-width="1255" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYsm-piP7ydZyr-dP663_0NWpubZyBJiTENXGau0yHNMLQvKpP0icjQdZd0GrJm4_oFAgl0iPzreaWTopmqL6Ma2yxLsZ4SK-HYivrEsYnuKmUmyFfeUVyqU6tWKANuDwWOEdM8JbsmgE8WhCCU5kFe96uXU3xpvvihAVyxvawoQfsoFvpHqsUFPwR/w640-h328/Comet%20GP1%202.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghdPKbt8y2v11LNIh9_-ITvPlgbb6fE46Af2Z-3pS_1ys-rYGnuoF-9lTWLS6nryENPqsGrRQgRe8bZfQwG_aIAZbXi1BdNn7hvR2tq8u4qyE56EhrnxkRVruWuccIkRCUYNPZJzviZ2v0TqlNOyeAlx5US82SVPKK_383tPXUj56ekUYqn4SNNA0X/s1254/Comet%20GP1%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="687" data-original-width="1254" height="350" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghdPKbt8y2v11LNIh9_-ITvPlgbb6fE46Af2Z-3pS_1ys-rYGnuoF-9lTWLS6nryENPqsGrRQgRe8bZfQwG_aIAZbXi1BdNn7hvR2tq8u4qyE56EhrnxkRVruWuccIkRCUYNPZJzviZ2v0TqlNOyeAlx5US82SVPKK_383tPXUj56ekUYqn4SNNA0X/w640-h350/Comet%20GP1%2070.jpg" width="640" /></a><br /><br /><br /><br /><u><b>Comet GP1 zonder radialen</b></u><br /><br />Bij wijze van test werd deze antenne gemeten met de korte radialen verwijderd.<br />De aanpassing op 70cm is iets verbeterd.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrhdKQNLILumz0ZD0GVXf2G88DPEChgKa3oUfvA75iBbV7_vRxryEnlSb4R7nzH3Be5oxryypw2f7gBVxLSgoDf-7HfIJALwqKzUhizwpHdMgp2qVasPY2OHxav3eoK6t4RY_8AUCELJmgT5Qg-Y-27PnjMCqNi2ba136L59kfHUnwFAS3Ny6xXMZV/s1251/Comet%20GP1%202%2070%20zonder%20radialen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="1251" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrhdKQNLILumz0ZD0GVXf2G88DPEChgKa3oUfvA75iBbV7_vRxryEnlSb4R7nzH3Be5oxryypw2f7gBVxLSgoDf-7HfIJALwqKzUhizwpHdMgp2qVasPY2OHxav3eoK6t4RY_8AUCELJmgT5Qg-Y-27PnjMCqNi2ba136L59kfHUnwFAS3Ny6xXMZV/w640-h390/Comet%20GP1%202%2070%20zonder%20radialen.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt1JfEgZQgOvg-Q22Q5KxVYY2nMPhQXdlN5eg-KOJ3fSwCJ7cEHccR-uxarZL29HZtFfpac4xTrx07to68G2gI1LdJjQRy3Fjfkc3MqLy8Jc1UlqfFfL_qg3119tVcH_UezHo8W6MVg9kYQP3DpGfQ7gt-NjUvBSyGA77XxjCljOM_vp7zGKd83S6v/s1251/Comet%20GP1%202%20zonder%20radialen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="762" data-original-width="1251" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt1JfEgZQgOvg-Q22Q5KxVYY2nMPhQXdlN5eg-KOJ3fSwCJ7cEHccR-uxarZL29HZtFfpac4xTrx07to68G2gI1LdJjQRy3Fjfkc3MqLy8Jc1UlqfFfL_qg3119tVcH_UezHo8W6MVg9kYQP3DpGfQ7gt-NjUvBSyGA77XxjCljOM_vp7zGKd83S6v/w640-h390/Comet%20GP1%202%20zonder%20radialen.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix_d9BXwoKfliSxaMG3rKqYKoyhvPiAMniLS7tocnvslcufBm3f6zDDLk8UbOEgvUCmIyP_j3Y2y4ZFGSFOIolzy7SJ2LtChNli-ekNwDRtb_atcXwnhkSKlmxeremR7SCsWolIYUinTEdj3eboozU7g50WQ9N95u7MwtI_Xt5ZdOy5h39iakwzdZx/s1250/Comet%20GP1%2070%20zonder%20radialen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="1250" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix_d9BXwoKfliSxaMG3rKqYKoyhvPiAMniLS7tocnvslcufBm3f6zDDLk8UbOEgvUCmIyP_j3Y2y4ZFGSFOIolzy7SJ2LtChNli-ekNwDRtb_atcXwnhkSKlmxeremR7SCsWolIYUinTEdj3eboozU7g50WQ9N95u7MwtI_Xt5ZdOy5h39iakwzdZx/w640-h390/Comet%20GP1%2070%20zonder%20radialen.jpg" width="640" /></a><br /><br /><br /><br /><b><u>Jetfon X30</u></b><br /><br />Zoals in de inleiding vermeld, de antenne waarmee alles begonnen is dat tot deze metingen geleid heeft.<br />Dit zijn metingen van na een aanpassing aan de middenste spoel.<br />Hier zijn, net als bij de Comet GP1, nog aanpassingen rond 230MHz en 360MHz.<br />In tegenstelling tot de Comet GP1 zijn de radialen hier een stuk langer, ongeveer 50cm.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1bL9iLpOzqBVx541tKjOYQ0Y3EZSo2T_MsM-7EDr8oEVPj6ZZz1xSHU1kT_TbWVbgxDFrMsRnxjdxM6P4NpuqQ_uLaMBIetXTSm4R0cHT_eHzXik8Pvs6LZ3Fzv_Aq_ruCrZNQdTm3UgI-taeyL9oan-CVbk7J1XaxVnrH9xmk-Hi7WfK599S6Wsi/s1250/Jetfon%20X30%202%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="764" data-original-width="1250" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1bL9iLpOzqBVx541tKjOYQ0Y3EZSo2T_MsM-7EDr8oEVPj6ZZz1xSHU1kT_TbWVbgxDFrMsRnxjdxM6P4NpuqQ_uLaMBIetXTSm4R0cHT_eHzXik8Pvs6LZ3Fzv_Aq_ruCrZNQdTm3UgI-taeyL9oan-CVbk7J1XaxVnrH9xmk-Hi7WfK599S6Wsi/w640-h392/Jetfon%20X30%202%2070.jpg" width="640" /></a><br /><br /></span></span></p><p><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh4XnPp8d96oO33o__nNG4Ag9kvmyyqvD44nrkS-Ag_mv4IuKvl-98l1ZykFuQDpijq0N6iohSqUU8p0OlvnBMCFD90gwM_RWaPOY_pnN7QUNq65fiJX1shDlVU6GqWn8NUFnAdx53Ht5Hj1S6_W5-nYgjDKfkZ74RfCr1RmXPu_P8kT295wlkbSuN/s1251/Jetfon%20X30%202.jpg" style="font-family: verdana; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="765" data-original-width="1251" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh4XnPp8d96oO33o__nNG4Ag9kvmyyqvD44nrkS-Ag_mv4IuKvl-98l1ZykFuQDpijq0N6iohSqUU8p0OlvnBMCFD90gwM_RWaPOY_pnN7QUNq65fiJX1shDlVU6GqWn8NUFnAdx53Ht5Hj1S6_W5-nYgjDKfkZ74RfCr1RmXPu_P8kT295wlkbSuN/w640-h392/Jetfon%20X30%202.jpg" width="640" /></a><span style="font-family: verdana;"><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqmMC-4QbC0YEF3i79jO7WYhBnewgp7Qhk00XzHELMVfYoixU_SCpap-lIsg3XD6Q0fl--S6CLXbWzQPwJku1mt_MK2dvyKDdQrpOdIa_n2cE1REax6GRnlODBqTudPpdDtnggAp-dtJffKxvxom-4S8A3XxnpU9uSS6mkxaJsh1Yi0vpuCaKvFEtK/s1246/Jetfon%20X30%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="1246" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqmMC-4QbC0YEF3i79jO7WYhBnewgp7Qhk00XzHELMVfYoixU_SCpap-lIsg3XD6Q0fl--S6CLXbWzQPwJku1mt_MK2dvyKDdQrpOdIa_n2cE1REax6GRnlODBqTudPpdDtnggAp-dtJffKxvxom-4S8A3XxnpU9uSS6mkxaJsh1Yi0vpuCaKvFEtK/w640-h392/Jetfon%20X30%2070.jpg" width="640" /></a><br /><br /><br /><b><u>Jetfon X30 zonder radialen</u></b><br /><br />Is er iets mis met de antenne zoals geleverd? <br />De radialen zijn dus langer dan bij de Comet GP1, EN de resultaten op 70cm zijn prima nu.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoYUnCY9WrR82E07bgk0orpFsK8X1kzbjmV_bp981_mOhVwYS6lt3kjtCpUBFBVLfm-dVAt0fSUnrzD0nKYO9KflmwhXusGjLYmgPFi5z2-RxsEO139jg-hl0pcuxCmWT8drkHPeBTJPiVkIWeRG_v7CfqBGLQVO6ikeGpdGBdabU7uNSWZeMYgZTw/s1250/Jetfon%20X30%202%2070%20zonder%20radialen.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="1250" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoYUnCY9WrR82E07bgk0orpFsK8X1kzbjmV_bp981_mOhVwYS6lt3kjtCpUBFBVLfm-dVAt0fSUnrzD0nKYO9KflmwhXusGjLYmgPFi5z2-RxsEO139jg-hl0pcuxCmWT8drkHPeBTJPiVkIWeRG_v7CfqBGLQVO6ikeGpdGBdabU7uNSWZeMYgZTw/w640-h390/Jetfon%20X30%202%2070%20zonder%20radialen.jpg" width="640" /></a><br /><br /></span></span></p><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwi8vrAIydSys-s0FkyUWaJNRzeYDiFRuBfj07e-o8Ci-9S1LXRYxvwlJ0rD6JHsXWNUiQx_SFINV_d0gbqp_Ur9OCBoZ6gW5gsCigTTY3-kGD4oonrh8R_QKiytGKCFJjmZCNxMJ4qmkgje1A8P2Bh6zBmP6M7ntgBnkSr74whsPbbNvgZKWlgDXR/s1249/Jetfon%20X30%202%20zonder%20radialen.jpg" style="font-family: verdana; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="764" data-original-width="1249" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwi8vrAIydSys-s0FkyUWaJNRzeYDiFRuBfj07e-o8Ci-9S1LXRYxvwlJ0rD6JHsXWNUiQx_SFINV_d0gbqp_Ur9OCBoZ6gW5gsCigTTY3-kGD4oonrh8R_QKiytGKCFJjmZCNxMJ4qmkgje1A8P2Bh6zBmP6M7ntgBnkSr74whsPbbNvgZKWlgDXR/w640-h392/Jetfon%20X30%202%20zonder%20radialen.jpg" width="640" /></a><span style="font-family: verdana;"><br /><br /></span></span><p><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLEep-35GkiNMHmewDcql-Vaobhrel1MHiVUZsiE83NE-0rjWoLpQ-v8_0glydnQpqVqa7e3FcW6tmXswUztlTJElraOI3rYqCeBzBkUiUQTBA6lLDy1kXezrgu1LoVS9NriaY21n9cCCSWzKLic-_xRab4SqdMKddZRzi_LnnQxop1_gieIeG-55m/s1251/Jetfon%20X30%2070%20zonder%20radialen.jpg" style="font-family: verdana; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="1251" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLEep-35GkiNMHmewDcql-Vaobhrel1MHiVUZsiE83NE-0rjWoLpQ-v8_0glydnQpqVqa7e3FcW6tmXswUztlTJElraOI3rYqCeBzBkUiUQTBA6lLDy1kXezrgu1LoVS9NriaY21n9cCCSWzKLic-_xRab4SqdMKddZRzi_LnnQxop1_gieIeG-55m/w640-h390/Jetfon%20X30%2070%20zonder%20radialen.jpg" width="640" /></a></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /><br /><u><b>Kopie Diamond X30 / Comet GP1</b></u><br /><br />Een antennetje dat gebruikt werd op de shackzolder, en sterk gelijkt op de Comet GP1.<br />Het type is niet gekend.<br />Merk op dat de aanpassing rond 360MHz hier ontbreekt!<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLHtAzl683CvFiwIYMXXGTp1LAp7e2i0dluGdFHSbFNX5_Mqq2K04Qj8b4hgpiZNKr__lc5Oe3AiHhkaXM9XF7LFMG17tCLj4uFg2aI4ItLIKw0Eb1iU-eQjOV1AshUVYoEXEeRq9fkEvbjh2PpAyXWR5cZm0U2nqHbIgj_iRu0PfaWvXp1rLLKydC/s1251/Comet%20GP1%20KOPIE%202%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="1251" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLHtAzl683CvFiwIYMXXGTp1LAp7e2i0dluGdFHSbFNX5_Mqq2K04Qj8b4hgpiZNKr__lc5Oe3AiHhkaXM9XF7LFMG17tCLj4uFg2aI4ItLIKw0Eb1iU-eQjOV1AshUVYoEXEeRq9fkEvbjh2PpAyXWR5cZm0U2nqHbIgj_iRu0PfaWvXp1rLLKydC/w640-h390/Comet%20GP1%20KOPIE%202%2070.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvNm3fwwSglSekw3DaspSl0eE_STbKroC775eZjarYDRmwodIAdXQK31h9g4FB0dybDtGow4owDtLLf4wiIDheFE1jv53ldvBgoGAXTKIqPVpFPA6o4sAEtOdiPCCPvLZE8dtfxi7xFl7kDtLF-P0QqBbgsMTgPAmX9TO5cbxCCvhMoQIVdnYQjpYo/s1245/Comet%20GP1%20KOPIE%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="761" data-original-width="1245" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvNm3fwwSglSekw3DaspSl0eE_STbKroC775eZjarYDRmwodIAdXQK31h9g4FB0dybDtGow4owDtLLf4wiIDheFE1jv53ldvBgoGAXTKIqPVpFPA6o4sAEtOdiPCCPvLZE8dtfxi7xFl7kDtLF-P0QqBbgsMTgPAmX9TO5cbxCCvhMoQIVdnYQjpYo/w640-h392/Comet%20GP1%20KOPIE%202.jpg" width="640" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghg7rWNvlc2PiQ5eWir-lP6b_1anm1HZb1S_e5V3FdyHb_08Zogx0InX6mlZUHK891yYBZ4h6TcvzbFhd_2SSPFMnUbx-05xUywkCSX2MZk_p3HrsTdIFequVkJcBaRSBliZEducFXGUbSHggjNePY0wgXXGHEswWXLuhFt6IY9sSrWu5VTqUJ58nX/s1250/Comet%20GP1%20KOPIE%2070.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="766" data-original-width="1250" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghg7rWNvlc2PiQ5eWir-lP6b_1anm1HZb1S_e5V3FdyHb_08Zogx0InX6mlZUHK891yYBZ4h6TcvzbFhd_2SSPFMnUbx-05xUywkCSX2MZk_p3HrsTdIFequVkJcBaRSBliZEducFXGUbSHggjNePY0wgXXGHEswWXLuhFt6IY9sSrWu5VTqUJ58nX/w640-h392/Comet%20GP1%20KOPIE%2070.jpg" width="640" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></span></span></p><span style="font-family: verdana;"><span style="font-size: medium;"><br /><br /><br />voorlopig einde, hier moeten nog foto's van de binnenwerken met afmetingen komen<br /><br /></span><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6705259174852751554.post-62485649191945572452023-05-02T23:47:00.008-07:002023-05-02T23:49:40.591-07:00Duoband dipool 6m 4m - 30 april 2023<p><span style="font-family: verdana; font-size: medium;">Voor een nog te bouwen WSPR baken werd een experiment gedaan met een duoband dipool.<br />Het bijzondere is dat er slechts 1 dipool, het 6m gedeelte, via coax gevoed wordt, en dat er dus geen extra kabel of omschakeling nodig is. De andere dipool wordt parasitair gevoed.<br /><br />Als leidraad werd de DK7ZB triband yagi gebruikt, <a href="https://www.qsl.net/dk7zb/Duoband/Triband-Yagi.htm">KLIK</a> die ik eerder gebouwd heb en ook hier beschreven staat: <a href="https://harrysradios.blogspot.com/2023/04/multiband-dk7zb-2m-4m-6m-20-april-2023.html">KLIK</a></span><span style="font-family: verdana; font-size: medium;"><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH_cVX2l2E8L8ARF8vHj0yh04S9vyb0nB8PHMK0FXDXQHfufXgbcT4bQyW1ITwgwHjVZU98BTddIJof9aMgN8LiMcgKaiB__4XVutQxPdQge0suV8lu_J83n2yysWUGd_HSPvJqTamECg2lxJSRuqvpngCdbu8m4wlUgm__9DGICa0ZT7i09o46LYi/s1920/P1170600a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH_cVX2l2E8L8ARF8vHj0yh04S9vyb0nB8PHMK0FXDXQHfufXgbcT4bQyW1ITwgwHjVZU98BTddIJof9aMgN8LiMcgKaiB__4XVutQxPdQge0suV8lu_J83n2yysWUGd_HSPvJqTamECg2lxJSRuqvpngCdbu8m4wlUgm__9DGICa0ZT7i09o46LYi/w640-h480/P1170600a.jpg" width="640" /></a><br /><br /><br />Detail van de voeding via een stroombalun<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghDvfgyzVxJox81cobuUTF7gYqoM1vZZsUjtHamzljSYkQJp7qfUGCV5L1YSkYm7rmEEHndf8yne7uoobr6Boz2v5FV4e86vGWWa2EBgaj239H8sK6wl_hmXWTNQyZ-psZ58TuQp70Ry5Q9ZL7gLnPc96-7rXaxlHS51pf8D8JpoXzoOWqnOeRSF-1/s1920/P1170598a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghDvfgyzVxJox81cobuUTF7gYqoM1vZZsUjtHamzljSYkQJp7qfUGCV5L1YSkYm7rmEEHndf8yne7uoobr6Boz2v5FV4e86vGWWa2EBgaj239H8sK6wl_hmXWTNQyZ-psZ58TuQp70Ry5Q9ZL7gLnPc96-7rXaxlHS51pf8D8JpoXzoOWqnOeRSF-1/w640-h480/P1170598a.jpg" width="640" /></a><br /><br /><br /><br />Op 50MHz is de dip niet uitgesproken, en is de impedantie slechts 36 ohm.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-kwWc-oFzNqZOjffDbBPYU2-dhbVMyL6MiHEm41e1dz9-KE7D56BoOPKD_7pUmd5cYWRpN5GlkAx6cyPr07GBqC67FfHx8TcWM2xkHmqngDyIU-mL6gPtZcbh48fXoXJCKdJktIqQJ16Y2-lanH2dYjbFPZpmtktnTQM0BKQJhBRPZ_f3_Wv1bqIN/s1920/6m.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-kwWc-oFzNqZOjffDbBPYU2-dhbVMyL6MiHEm41e1dz9-KE7D56BoOPKD_7pUmd5cYWRpN5GlkAx6cyPr07GBqC67FfHx8TcWM2xkHmqngDyIU-mL6gPtZcbh48fXoXJCKdJktIqQJ16Y2-lanH2dYjbFPZpmtktnTQM0BKQJhBRPZ_f3_Wv1bqIN/w640-h480/6m.jpg" width="640" /></a><br /><br /><br />Op 70MHz zijn de metingen goed. <br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE6Njlu0qeB4bpkICaSGF95i0_w63U1uFATXgKc_vU41mJY3sp63XkNG4ViAnokXzfzbWnHTqA87iHeg6mbL5XtsGH4hdYs3SfzxRv2qA2NMWkNFibSoBoMs7wsmXHB2PZVxBARnkopuS4-_4VuhbQ3IjqWQ8g_wl00YZomRwJcc-Hrc5R_vwZltBR/s1920/4m%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE6Njlu0qeB4bpkICaSGF95i0_w63U1uFATXgKc_vU41mJY3sp63XkNG4ViAnokXzfzbWnHTqA87iHeg6mbL5XtsGH4hdYs3SfzxRv2qA2NMWkNFibSoBoMs7wsmXHB2PZVxBARnkopuS4-_4VuhbQ3IjqWQ8g_wl00YZomRwJcc-Hrc5R_vwZltBR/w640-h480/4m%201.jpg" width="640" /></a><br /><br /><br />nog een globaal beeld van beide antennes<br />met marker op 50MHz<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwNr75lU1X59qtc65JUi7Cf60UxVz6xm5iUerI0MToO-zb-CVqS1IfLtfw91Vep2MlLfwYGsMnk8Eaba8WgifWc2nFiRJMPe4mlHsPnlnikFX6Er1VeNYinJI7rsr0wh3bhFkUjyo4PXPma_vvCF1JNUi88AilIZTHDDavFSPEjs-hpXXNOUFFve08/s1920/6m%204m%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwNr75lU1X59qtc65JUi7Cf60UxVz6xm5iUerI0MToO-zb-CVqS1IfLtfw91Vep2MlLfwYGsMnk8Eaba8WgifWc2nFiRJMPe4mlHsPnlnikFX6Er1VeNYinJI7rsr0wh3bhFkUjyo4PXPma_vvCF1JNUi88AilIZTHDDavFSPEjs-hpXXNOUFFve08/w640-h480/6m%204m%201.jpg" width="640" /></a><br /><br />met marker op 70MHz<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7-608z6qd5fTekaasGKMrgJD5uU0WNH7kmJaImtSXJ-_WGmrP2XygM8cC-udV6eM57EtjcUVYC-QYheNeJSLs_gSBVm9SdonQse3Prh5JNODoGR9zD84BwQa6nWlqKTkWaGqR2ZWXbXmy3A8OUI1itgybyb1f1drUB55VD0-LuXadcNGgWVzHDUVj/s1920/6m%204m%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1920" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7-608z6qd5fTekaasGKMrgJD5uU0WNH7kmJaImtSXJ-_WGmrP2XygM8cC-udV6eM57EtjcUVYC-QYheNeJSLs_gSBVm9SdonQse3Prh5JNODoGR9zD84BwQa6nWlqKTkWaGqR2ZWXbXmy3A8OUI1itgybyb1f1drUB55VD0-LuXadcNGgWVzHDUVj/w640-h480/6m%204m%202.jpg" width="640" /></a><br /><br /><br />einde</span></p><p></p>Unknownnoreply@blogger.com0