ИЗОЛЯЦИЯ ЭЛЕКТРОУСТАНОВОК ОБЩИЕ ТРЕБОВАНИЯ |
ИЗОЛЯЦИЯ ЭЛЕКТРОУСТАНОВОК ОБЩИЕ ТРЕБОВАНИЯ 1.9.7. Выбор изоляторов или изоляционных конструкций из стекла и фарфора должен производиться по удельной эффективной длине пути утечки в зависимости от СЗ в месте расположения электроустановки и ее номинального напряжения. Выбор изоляторов или изоляционных конструкций из стекла и фарфора может производиться также по разрядным характеристикам в загрязненном и увлажненном состоянии. Выбор полимерных изоляторов или конструкций в зависимости от СЗ и номинального напряжения электроустановки должен производиться по разрядным характеристикам в загрязненном и увлажненном состоянии. 1.9.8. Определение СЗ должно производиться в зависимости от характеристик источников загрязнения и рас- стояния от них до электроустановки (табл. 1.9.3—1.9.18). В случаях, когда использование табл. 1.9.3—1.9.18 по тем или иным причинам невозможно, определение СЗ следует производить по КСЗ. Вблизи промышленных комплексов, а также в районах с наложением загрязнений от крупных промышленных предприятий, ТЭС и источников увлажнения с высокой электрической проводимостью определение СЗ, как правило, должно производиться по КСЗ. 1.9.9. Длина пути утечки L (см) изоляторов и изоляционных конструкций из стекла и фарфора должна определяться по формуле: 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) 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