问题描述:
在 ETABS 输出表格中,振型方向因子有何意义?其计算原理又是怎样的呢?
解答:
振型方向因子用于确定该振型是否以扭转为主:当振型方向因子 Rz 大于 0.5 时,则该振型是扭转为主,具体可参考《高层建筑混凝土结构技术规程 JGJ3-2010》的条文说明 3.4.5-2。基于此,用户可以计算周期比(第一个扭转周期/第一个平动周期),同时也可以验证结构是否满足 JGJ3-2010 3.4.5 的相应条款。振型方向因子通过振型的质量参与系数进行计算,具体计算公式如下:
![](data:image/png;base64,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)
ETABS 输出表格如下所示:
![](data:image/png;base64,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)
注意:上述表格中输出另一组振型方向因子 Ux, Uy, Uz, Rz。该组数据与前者的区别在于:rrzn 为基于各层楼板质心轴(平行于全局 Z
轴)的质量参与系数!通常,对于常规的高层建筑结构,两组振型方向因子的差别很小,因为结构整体的质心轴与各个楼层的质心轴基本重合。但是,对于复杂的不规则的高层建筑结构,两者也会出现较大的差别,用户应根据需要采用合适的数据。