fcm.кр. бетона.
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) , Вт/(м2 . 0С) (2.38)
В таблице 2.10 приведены данные о коэффициентах теплопередачи опалубок различной конструкции в зависимости от ее особенностей и скорости ветра.
Таблица 2.10
Тип опалубки
| Материал слоев опалубки
| Толщина слоя,
мм
| Коэффициент К, Вт/(м2 . 0С) при скорости ветра, м/с
| 0
| 5
| 15
| 1
| 2
| 3
| 4
| 5
| 6
| I
| Доска
| 25
| 2,44
| 5,2
| 5,98
| II
| Доска
| 40
| 2,03
| 3,6
| 3,94
| III
| Доска
Толь
Доска
| 25
-
25
| 1,8
| 3
| 3,25
| IY
| Доска
Пенопласт
Фанера
| 25
30
4
| 0,67
| 0,8
| 0,82
|
Продолжение табл.2.10
| 1
| 2
| 3
| 4
| 5
| 6
| Y
| Доска
Толь
Вата минеральная
Фанера
| 25
-
50 4
| 0,87
| 1,07
| 1,1
| YI
| Металл
Вата минеральная
Фанера
| 3
50 4
| 1,02
| 1,27
| 1,33
| YII*
| Фанера
Асбест
Фанера
| 10
4
10
| 2,44
| 5,1
| 5,8
| YIII
| Толь
Опилки
| -
100
| 0,74
| 0,89
| 0,9
| IХ
| Толь
Шлак
| -
150
| 1,27
| 1,77
| 1,87
| Х
| Толь
Вата минеральная
| -
50
| 1,01
| 1,31
| 1,37
| Примечания. 1.* Применяется с сетчатым нагревателем, расположенным между слоями асбеста. 2. Промежуточные значения |