Годовой расход теплоты , ГДж, для жилых, общественных, административно-бытовых и промышленных зданий рассчитывают по следующим формулам [3]:
а) при отоплении зданий
, где - усредненное число часов работы системы отопления в течение суток (принимают 24 часа); - продолжительность отопительного периода, сут (принимается по таблице 1.2 приложения 1); - средняя температура наружного воздуха в течение отопительного периода, (принимается по таблице 1.2 приложения 1);
б) при вентиляции зданий
, где - усредненное число часов работы системы вентиляции в течение суток (принимается по таблице 1.1 приложения 1);
в) при горячем водоснабжении
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) Суммарный годовой расход теплоты
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) Затраты в денежном выражении, USD, можно определить, зная тариф на тепловую энергию, по следующему выражению
![](data:image/png;base64,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) где – тариф на тепловую энергию, USD/ГДж (численное значение выдается преподавателем).
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