问题描述:
如何在ETABS中模拟独立柱基础?
解答:
ETABS中可直接定义独立柱基础,并考虑地基参数,来模拟土体对上部结构的作用,但是无法进行基础设计。
点击【定义>弹簧属性>独立柱基础】,可在弹窗中添加独立柱基础,如图:
![](data:image/png;base64,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)
用户仅需输入独立柱基的长度、宽度与厚度。基础埋深可由程序根据土层剖面顶部与柱底的标高差值自动计算,也可人为指定。当柱底高于土层顶部标高值时,埋深默认为零。
如上图所示,2B为独立柱的短边长度,2L为独立柱的长边长度,为了得到独基下部地基平均有效波速的深度区间,我们取与独立柱基础的转动惯量相匹配的等效正方形地基的半维度参数进行计算。六个自由度方向的深度区间计算公式如下:
![](data:image/png;base64,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)
同时,考虑动力响应对独立柱基础的埋置深度的影响,程序将根据以下公式计算六个方向的埋深修正系数:
![](data:image/png;base64,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)