-вертикальное напряжение от собственного веса грунта, определяемое по формуле:
(6) прил.2 (СНиП 2.02.01-83)
-удельный вес грунта, расположенного выше подошвы фундамента;
-удельный вес и толщина i-го слоя грунта;
; h=0,41,8=0,72 м, hi принято равным 0,8м;
Таблица 2.4- определение осадки основания
-
№ слоя
| σzgi,
кПа
| 0,2σzgi,
кПа
|
α
| σzрi,
кПа
| Среднее значение
σzрi, кПа
| 0
| 31,05
| 13,2
| 1
| 157,85
|
148,92
| 1
| 46,57
| 16,3
| 0,89
| 140,5
| 101,2
| 2
| 62,09
| 19,4
| 0,392
| 61,9
| 48,1
| 3
| 77,61
| 15,52
| 0,217
| 34,3
| 27,5
| 4
| 93,13
| 18,62
| 0,131
| 20,7
| 17,53
| 5
| 108,65
| 21,73
| 0,091
| 14,36
|
|
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)
осадка удовлетворяет требования норм, т.к. она меньше максимально допустимой осадки основания для многоэтажного общественного здания, Smax,u = 10 см.
![](data:image/png;base64,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)
Рисунок 2.3- К определению осадки фундамента мелкого заложения
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