2. Определяется сторона, к ТТ которой целесообразно присоединить тормозную обмотку реле. На двух обмоточном трансформаторе с расщепленной обмоткой тормозную обмотку целесообразно присоединять на сумму токов ТТ, установленных в цепи каждой из расщепленных обмоток.
Определяем первичный расчетный ток небаланса без учета составляющей .
![](data:image/png;base64,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) 4. Минимальный ток срабатывания защиты определяется только по условию отстройки от броска тока намагничивания при включении ненагруженного трансформатора под напряжением.
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)
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) 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