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Пояснительная записка к курсовой работе по архитектуре. Курсачело. 1. Исходные данные о районе, участке и объекте строительства 3
![](data:image/png;base64,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)
где - расчётная температура внутреннего воздуха, ℃, принимаемая для жилого здания равной 22 ℃;
- расчётная температура наружного воздуха i-го периода, ℃, принимаемая равной средней температуре соответствующего периода;
– сопротивление теплопередаче внутренней поверхности ограждения, равное =1/αint =1/8.7=0,115 м2·°С/Вт;
-термическое сопротивление слоя ограждения в пределах от внутренней поверхности до плоскости возможной конденсации;
сопротивление теплопередаче ограждения, определенное ранее равным м2·°С/Вт;
Определим термическое сопротивление слоя ограждения в пределах от внутренней поверхности до плоскости возможной конденсации:
м2·°С/Вт
Установим для периодов их продолжительность , сут, среднюю температуру в плоскости , согласно СП 131-13330-2012 и рассчитаем соответствующую температуру в плоскости возможной конденсации , , по формуле для климатических условий города Владивосток:
Зима (январь, февраль, декабрь): ![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Весна – Осень (март, апрель, ноябрь): |
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