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способ генерации постоянного электрического тока в неподвижном проводнике, который находится в постоянном спиральном магнитном поле (трансформатор постоянного тока). 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How to determine a transformer? To do this, set the multimeter to the continuity mode, and brute force to ring all the conclusions. If the lamp lights up...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"19","reqid":"1765555626587940-18096431025801397470-balancer-l7leveler-kubr-yp-sas-91-BAL","isAdultDoc":f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отличается проверка коэффициента трансформации при ПНР от метрологической поверки. Зачем проверяется полярность подключения обмоток трансформаторов тока. Нужно ли снимать ВАХ и проверять...","preview":{"posterSrc":"data:image/png;base64,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обычный сетевой и импульсный трансформаторы. Показано как определить мощность неизвестного трансформатора, и сфазировать его 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измерения трансформатора после выпайки, вам понадобится мультиметр и знание его параметров, таких как сопротивление обмоток и коэффициент трансформации. Сначала нужно выпаять трансформатор 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трансформатор с платы и делаем замер его","promo":"pumpkin","related_orig_text":"НУМЕРОЛОГ - ТРАНСФОРМАТОР","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"НУМЕРОЛОГ - 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познания...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"47","reqid":"1765555626587940-18096431025801397470-balancer-l7leveler-kubr-yp-sas-91-BAL","isAdultDoc":false,"relatedParams":{"text":"Нумеролог 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