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автора «ЭлектроХобби» в Дзене 🎦: В этом видео я рассказываю о проблемах правильного подбора парных транзисторов для схем усилителей низкой частоты. Также говорю о том, как именно стоит...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"12","reqid":"1765570182388371-10727138006067392212-balancer-l7leveler-kubr-yp-sas-152-BAL","isAdultDoc":false,"relatedParams":{"text":"ЭлектроХобби 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автора «ЭлектроХобби» в Дзене 🎦: :- В этом видео я рассказываю, как устроен простой светодиодный светильник, питаемый импульсным драйвером, содержащий дроссель. В ролике я достаточно 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и принцип действия простого светодиодного светильника с драйвером на дросселе (230V, 27W), схема, её работа, нюансы | ЭлектроХобби | Дзен","promo":"pumpkin","related_orig_text":"ЭлектроХобби – изучаем мир электричества вместе","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ЭлектроХобби – изучаем мир электричества 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онлайн «Как узнать какой коэффициент пульсаций имеет блок питания при определенной нагрузке, формула расчета» от автора ЭлектроХобби – изучаем мир электричества вместе. Хорошее 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автора «ЭлектроХобби» в Дзене 🎦: - В этом видео я рассказываю как можно самому сделать регулируемое светодиодное освещение для своего рабочего места, стола. Данное LED освещение для стола...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Как узнать силу тока выходной обмотки трансформатора по диаметру ее провода, формула для расчета» от автора ЭлектроХобби – изучаем мир электричества вместе. Хорошее 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Дело в том, что некоторые зарядные...","preview":{"posterSrc":"data:image/png;base64,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этом видео я рассказываю, какие важные функции выполняет резистор, что стоит перед диодным мостом на различных маломощных импульсных блоках питания.","preview":{"posterSrc":"data:image/png;base64,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автора «ЭлектроХобби» в Дзене 🎦: В этом видео я показываю как можно самому сделать простую потайную мини кнопку, располагаемую под обычным светодиодом. Когда мы нажимаем на светодиод, 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сделать потайную кнопку, которая находится под светодиодом, нажимаем на светодиод – замыкаем контакты мини переключателя | ЭлектроХобби | Дзен","promo":"pumpkin","related_orig_text":"ЭлектроХобби – изучаем мир электричества вместе","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ЭлектроХобби – изучаем мир электричества 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этом видео я рассказываю какую опасность таит в себе использование гасящего конденсатора в электрических цепях и электронных схемах. Гасящий конденсатор часто применяют для ограничения 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автора «ЭлектроХобби» в Дзене 🎦: :- В этом видео я привожу простую схему трансформаторного блока питания, имеющего плавную регулировку выходного напряжения 0,8 - 36 В. Сила тока данного...","preview":{"posterSrc":"data:image/png;base64,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этого даются краткие сведения о самой микросхеме 555, а также про принцип работы этой схемы звуковой сирены. Канал на Дзене - https://zen.yandex.ru/electrohobby Канал на YouTube...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Как на светодиодной лампочке можно регулировать яркость свечения обычным переменным резистором» от автора ЭлектроХобби – изучаем мир электричества вместе. Хорошее качество видео...","preview":{"posterSrc":"data:image/png;base64,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","isBas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Это обычная 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этом видео я говорю о пассивном, электромагнитном способе торможения вала электродвигателя постоянного тока после отключения от него электрического питания. Бываю случаи, когда инерционное...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"35","reqid":"1765570182388371-10727138006067392212-balancer-l7leveler-kubr-yp-sas-152-BAL","isAdultDoc":false,"relatedParams":{"text":"Пассивный, электромагнитный способ быстрого торможения вала электродвигателя постоянного тока — Видео от ЭлектроХобби – изучаем мир электричества вместе","promo":"pumpkin","related_orig_text":"ЭлектроХобби – изучаем мир электричества вместе","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ЭлектроХобби – изучаем мир электричества 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Обычные зарядные устройства для...","preview":{"posterSrc":"data:image/png;base64,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автора «ЭлектроХобби» в Дзене 🎦: - В этом видео я наглядно показываю как можно своими руками собрать неплохой и достаточно простой детектор электрических полей. Эту схему можно...","preview":{"posterSrc":"data:image/png;base64,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Хорошее 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автора «ЭлектроХобби» в Дзене 🎦: В этом видео я наглядно показываю как можно с помощью обычной турбо зажигалки выпаивать светодиоды с алюминиевой подложки светодиодной лампочки. 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онлайн «Схема слухового аппарата, микрофонного усилителя на 3-х транзисторах с пояснением принципа действия» от автора ЭлектроХобби – изучаем мир электричества вместе. Хорошее 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этом видео я рассказываю о принципе действия простой схемы обычного блокинг-генератора. Канал на Дзене - https://zen.yandex.ru/electrohobby Канал на YouTube...","preview":{"posterSrc":"data:image/png;base64,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Как нужно проводить измерения электрического тока, напряжения, сопротивления, а также...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Какие электронные детали, компоненты, запчасти можно смело выбросить в мусор из-за их устаревания» от автора ЭлектроХобби – изучаем мир электричества вместе. Хорошее качество...","preview":{"posterSrc":"data:image/png;base64,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ролике я предлагаю два варианта измерения этого тока – измерение его на самих имеющихся светодиодах и путем применения обычной лампочки накаливания. Канал на Дзене...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Fnirsi 2c53p - это универсальный измерительный прибор 3 в 1 (мультиметр, осциллограф, генератор)» от автора ЭлектроХобби – изучаем мир электричества вместе. 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качество...","preview":{"posterSrc":"data:image/png;base64,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