7. Определяется чувствительность МТЗ с пуском по напряжению в резервной зоне.
Т.к. питание пусковых органов напряжения защищаемого трансформатора осуществляется от ТН подключенного к шинам НН, то чувствительность защиты по напряжению в основной зоне с большим запасом обеспечивается при КЗ на шинах НН т.е. в основной зоне защиты. Поэтому остается оценить Кч в резервной зоне.
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)
- это междуфазное напряжение в месте установки ТН при 3-х фазном КЗ в расчетной точке, когда указанное напряжение имеет максимальное значение.
Приведем параметры схемы замещения к стороне НН:
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