ЗАЩИТНЫЕ ПРОВОДНИКИ (PEE ПРОВОДНИКИ)
1.7.121. В качестве РЕЕ проводников в электроустановках напряжением до 1 кВ могут использоваться: 1) специально предусмотренные проводники: жилы многожильных кабелей; изолированные или неизолированные провода в общей оболочке с фазными проводами; стационарно проложенные изолированные или неизолированные проводники; 2) открытые проводящие части электроустановок: алюминиевые оболочки кабелей; стальные трубы электропроводок; металлические оболочки и опорные конструкции шинопроводов и комплектных устройств заводского изготовления. Металлические короба и лотки электропроводок можно использовать в качестве защитных проводников при условии, что конструкцией коробов и лотков предусмотрено такое использование, о чем имеется указание в документации изготовителя, а их расположение исключает возможность механического повреждения; 3) некоторые сторонние проводящие части: металлические строительные конструкции зданий и сооружений (фермы, колонны и т.п.); арматура железобетонных строительных конструкций зданий при условии выполнения требований 1.7.122; металлические конструкции производственного назначения (подкрановые рельсы, галереи, площадки, шахты лифтов, подъемников, элеваторов, обрамления каналов и т.п.). 1.7.122. Использование открытых и сторонних проводящих частей в качестве PEE проводников допускается, если они отвечают требованиям настоящей главы к проводимости и непрерывности электрической цепи. Сторонние проводящие части могут быть использованы в качестве РЕЕ проводников, если они, кроме того, одновременно отвечают следующим требованиям: 1) непрерывность электрической цепи обеспечивается либо их конструкцией, либо соответствующими соединениями, защищенными от механических, химических и других повреждений; 2) их демонтаж невозможен, если не предусмотрены меры по сохранению непрерывности цепи и ее проводимости. 1.7.123. Не допускается использовать в качестве РЕЕ проводников: металлические оболочки изоляционных трубок и трубчатых проводов, несущие тросы при тросовой электропроводке, металлорукава, а также свинцовые оболочки проводов и кабелей; трубопроводы газоснабжения и другие трубопроводы горючих и взрывоопасных веществ и смесей, трубы канализации и центрального отопления; водопроводные трубы при наличии в них изолирующих вставок. 1.7.124. Нулевые защитные проводники цепей не допускается использовать в качестве нулевых защитных проводников электрооборудования, питающегося по другим цепям, а также использовать открытые проводящие части электрооборудования в качестве нулевых защитных проводников для другого электрооборудования, за исключением оболочек и опорных конструкций шинопроводов и комплектных устройств заводского изготовления, обеспечивающих возможность подключения к ним защитных проводников в нужном месте. 1.7.125. Использование специально предусмотренных защитных проводников для иных целей не допускается. 1.7.126. Наименьшие площади поперечного сечения защитных проводников должны соответствовать табл. 1.7.5. Площади сечений приведены для случая, когда защитные проводники изготовлены из того же материала, что и фазные проводники. Сечения защитных проводников из других материалов должны быть эквивалентны по проводимости приведенным.
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) ![Таблица 1.7.5. Наименьшие сечения защитных проводников Таблица 1.7.5. Наименьшие сечения защитных проводников](tab/175t.png) Допускается, при необходимости, принимать сечение защитного проводника менее требуемых, если оно рассчитано по формуле (только для времени отключения ≤ 5 с):
![](data:image/png;base64,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) ![](tab/f8.png) Если при расчете получается сечение, отличное от приведенного в табл. 1.7.5, то следует выбирать ближайшее большее значение, а при получении нестандартного сечения — применять проводники ближайшего большего стандартного сечения. Значения максимальной температуры при определении сечения защитного проводника не должны превышать предельно допустимых температур нагрева проводников при КЗ в соответствии с гл. 1.4, а для электроустановок во взрывоопасных зонах должны соответствовать ГОСТ 22782.0 «Электрооборудование взрывозащищенное. Общие технические требования и методы испытаний». 1.7.127. Во всех случаях сечение медных защитных проводников, не входящих в состав кабеля или проложенных не в общей оболочке (трубе, коробе, на одном лотке) с фазными проводниками, должно быть не менее: 2,5 мм2 — при наличии механической защиты; 4мм2 — при отсутствии механической защиты. Сечение отдельно проложенных защитных алюминиевых проводников должно быть не менее 16 мм2. 1.7.128. В системе ТNN для обеспечения требований 1.7.88 нулевые защитные проводники рекомендуется прокладывать совместно или в непосредственной близости с фазными проводниками.
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) ![Значение коэффициента kk для изолированных защитных проводников, не входящих в кабель, и для неизолированных проводников, касающихся оболочки кабелей (начальная температура проводника принята равной 30°С) Значение коэффициента kk для изолированных защитных проводников, не входящих в кабель, и для неизолированных проводников, касающихся оболочки кабелей (начальная температура проводника принята равной 30°С)](tab/176t.png)
![Значение коэффициента kk для неизолированных проводников, когда указанные температуры не создают опасности повреждения находящихся вблизи материалов (начальная температура проводника принята равной 30°С) Значение коэффициента kk для неизолированных проводников, когда указанные температуры не создают опасности повреждения находящихся вблизи материалов (начальная температура проводника принята равной 30°С)](tab/176t2.png)
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)
1.7.129. В местах, где возможно повреждение изоляции фазных проводников в результате искрения между неизолированным нулевым защитным проводником и металлической оболочкой или конструкцией (например, при прокладке проводов в трубах, коробах, лотках), нулевые защитные проводники должны иметь изоляцию, равноценную изоляции фазных проводников. 1.7.130. Неизолированные РЕ-проводники должны быть защищены от коррозии. В местах пересечения РЕ-проводников с кабелями, трубопроводами, железнодорожными путями, в местах их ввода в здания и в других местах, где возможны механические повреждения РЕ-проводников, эти проводники должны быть защищены. В местах пересечения температурных и осадочных швов должна быть предусмотрена компенсация длины РЕ-проводников.
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