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Кур.работа 12. Исходные данные Расчет баланса мощностей
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)
- для подстанции 2,4,5 выбираем два трансформатора 110/10кВ:
ТМН 2500/110
кВ
кВ
кВт
кВт
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Использованная литература.
Правила устройства электроустановок. Издание 6-е с изменениями, исправлениями и дополнениями. – СПб: издат. ДЕАН, 2004. Справочник по проектированию электрических систем /В.В. Ершевич, А.Н. Зейглигер, Г.А. Илларионов и др./ Под ред. С.С. Рокотяна и И.М. Шапиро. – М.: Энергоатомиздат, 1985. – 352 с. Нормы технологического проектирования подстанций переменного тока с высшим напряжением 35 – 750 кВ. Издание 4-е, переработанное и дополненное. – М.: Минэнерго РФ, 1991. – 65 с. Расчёты и анализ режимов сетей / Под ред. В.А.Веникова.– М.: Энергия, 1974. – 333 с. Методические указания / Составитель Глухов Д.О. – Южно-Сахалинск, 2001. – 46 с.
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