问题描述:
采用Pushover分析进行结构抗震性能评估时,有很多种荷载分布方法,包括均匀分布、倒三角分布、抛物线(曲线)分布等,这些荷载分布方式如何在程序中实现呢?
解答:
Pushover分析采用非线性静力分析,仅需在施加荷载中考虑所采用的侧向荷载方式。如图1所示。
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)
图1
程序中可以施加任意荷载模式组合(Load pattern)、加速度荷载(Acceleration)和模态荷载(Mode)。模态荷载作用在各节点上,与特定模态形状、圆频率平方、节点质量的乘积成正比,作用在振型位移方向。加速度荷载则与节点质量成正比,作用在指定方向。现对几种常用的荷载分布类型进行介绍:
(1)均布分布荷载
均匀分布荷载是沿着结构竖向均匀分布的水平荷载。定义user loads地震荷载,在各层隔板施加相同的侧向力即可实现(模型中需要提前指定隔板),如图2所示。
图2
此时Pushover工况中施加的荷载类型选择Load Pattern,并选择对应的荷载名称。程序将根据设置的目标位移自动调整荷载比例系数(如图1所示)。
(2)倒三角荷载
倒三角荷载可采用上述荷载的施加思路,在各层隔板施加底部为零(注意并非首层为零)、顶层为最大值、中间线性分布的倒三角荷载。Pushover工况中施加的荷载类型选择Load Pattern,并选择对应的荷载名称。程序将根据设置的目标位移自动调整荷载比例系数(如图1所示)。
(3)抛物线荷载
抛物线荷载可采用(1)的施加思路,按下列公式计算出荷载P的数值,采用user loads地震荷载。
![](/kindeditor/attached/image/20211112/20211112120022_9713.png)
式中V为基底剪力,W为某层楼层重量,n为结构楼层总数,h为该层离基底的高度,T为结构自振周期,k为建筑高度系数。
用户也可以采用user coefficient地震荷载,程序将按下式自动施加抛物线荷载:
![](/kindeditor/attached/image/20211112/20211112120141_3530.png)
式中k为建筑高度系数,对于中国规范,基底剪力系数C可按0.85α计算,α为地震影响系数。
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)
可以看见,user coefficient地震荷载与手算结果一致。
参考文献:
[1] 侯爱波,Pushover分析方法中各种不同的侧向荷载分布方式的影响[J]. 世界地震工程, 2007,
23(3), 120-128