Задание параметров жесткости свай как для условного фундамента.

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Предложил Борис Сараев 15.04.2016 20:49:28

Задание параметров жесткости свай как для условного фундамента.

Здравствуйте! В данный момент для версии Lira Sapr 2015 реализован расчет жесткости свай как для одиночной сваи, так и с учетом соседних свай.
Предлагаю реализовать расчет жесткости свай как для условного фундамента в соответствии с требованиями п.7.4.6 СП 24.13330.2011. Теоретически можно реализовать так: определить переменные коэффициенты постели С1 для ростверка*, далее в пределах грузовой площади сваи определять осредненный коэффициент постели и умножать его на грузовую площадь сваи. Тем самым получим вертикальную жесткость сваи в т/м.
* - данную задачу пробовал решать так:
Задавал не весь инженерно – геологический разрез, а только ту геологию, которая ниже подошвы условного фундамента. Ставил на нее ростверк. При этом, учет веса грунта между сваями и учет веса грунта изъятого из котлована осуществлял введением фиктивного слоя толщиной 1м, давление от которого равнялось суммарному давлению от веса грунта между сваями и грунта изъятого из котлована. Затем проводил необходимое количество итераций и получал осадку и переменный коэффициент постели для ростверка.
Оговорюсь сразу, что на Lira Sapr  я перешел с другой программы, а именно со Scad. И данный алгоритм я применял для программы Scad. Но думаю, что и в Lira Sapr  его можно применить.
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Ответил 26.04.2016 12:04:08
Здравствуйте, Борис!
Возможность расчета осадки условного фундамента уже давно решена, еще в версии ЛИРА-САПР 2014
Можете ознакомиться здесь https://lira.land/blog/profi/1491/

С уважением, Алексей Тищенко

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Борис Сараев 29.04.2016 06:08:58
Добрый день, Алексей!
Я правильно понял, что в 2016 версии ЛИРы будет реализована возможность моделировать жесткость свайного фундамента именно как для условного фундамента?

А каким образом программа будет отличать условный фундамент от куста?

К примеру может быть и такая ситуация, что под лестнично - лифтовым узлом поставлено более 25 свай, жесткость которых должна рассчитываться методом условного фундамента, а под колоннами - кусты свай, жесткость который определяется осадкой одиночной сваи с учетом влияния соседних.
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Сергей 02.11.2016 12:05:43
Добрый день!
При расчете осадки условного фундамента при К1 = 0, К2 = 0, К3 = 1 (Рис. 5-а на странице https://lira.land/blog/profi/1491/ ) некорректно учитывается вертикальное напряжение от собственного веса грунта вынутого из котлована - сигма z гамма. Касательно данного примера на сайте, это напряжение во всех случаях должно быть равно 18.44, а не 40.84.
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