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)
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)
= 0,02 м
= 0,87 Вт/(м)
= 0,25 м
= 0,41 Вт/(м)
= 0,2 м
= 0,05 Вт/(м)
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)
10. Рассчитывают температуру внутренней поверхности ограждения в наружном углу , , по следующей формуле:
![](data:image/png;base64,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)
Справедливо при ![](data:image/png;base64,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)
![](data:image/png;base64,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) 11. Температуры внцтренних поверхностей наружного ограждения должны быть выше точки росы , в противном случае необходимо предусмотреть специальные мероприятия (устройство утепляющих вставок, прокладка стояка отопления в наружном углу, увеличение общего сопротивления теплопередаче стены и др.), предупредающие конденсацию водяного пара на внутренней поверхности ограждения.
Температуру , точки росы можно определить по относительной влажности и температуре , воздуха внутри помещения, рассчитав парциальное давление , Па, водяного пара в воздухе помещения:
![](data:image/png;base64,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)
где – относительная влажность внутреннего воздуха, % (для помещений жилых зданий принимают );
– парциальное давление водяного пара в воздухе помещения при полном насыщении, Па, определяется в зависимости отт или по формуле:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Находят приближённое значение , , по формуле:
![](data:image/png;base64,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)
11. Принимаем Двухслойные стеклопакеты в деревянных или пластмассовых переплётах с заполнением межстекольного пространства аргоном с тепловым зеркалом.
12. Рассчитывают коэффициенты теплопередачи k, Вт/(м2К), наружных ограждений:
а) для ограждений, не имеющих элементов, формирующих двухмерные температурные поля
![](data:image/png;base64,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)
![](data:image/png;base64,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)
б) для ограждений, имеющих элементы, формирующие двухмерные температурные поля
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Расчёт чердачного (или бесчердачного) перекрытия и перекрытия над неотапливаемым подвалом производят так же, как и расчёт вертикального наружного ограждения.
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