问题描述:在ETABS 2013中显示分析结果时,对某些荷载组合需要选择结果类型(Max,Min,Absolute
Max),为什么会有这个选项?什么样的荷载组合会有该选项呢?不同的选择对应什么样的结果呢?为什么Absolute Max的结果并不是最大的呢?
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)
解答:
首先,荷载工况可分为单值工况和双值工况,如:线性静力工况为单值工况;而反应谱工况为双值工况。这样,不同的荷载组合类型会使用荷载工况的不同取值,可能用最大值或最小值,也可能使用最大的绝对值。
由于荷载工况存在双值工况,所以荷载组合的结果也可能是双值的。事实上,只有单值工况的线性叠加才会产生单值的荷载组合,其余的荷载组合类型或有双值工况参与的线性叠加都会产生双值的荷载组合。具体各种荷载组合类型对双值工况的取值,可以参阅《CSI分析参考手册》中的荷载组合相关内容。
因此,只要荷载组合不是线性叠加类型或有双值工况参与的线性叠加类型,其荷载组合的结果都是双值的,都有最大值和最小值,在显示结果时就有相应的结果类型选项。而对单一的荷载工况或无双值工况参与的线性叠加的荷载组合,不会存在该选项,因为该荷载组合的结果是单值的。
最后,对于Absolute Max需要注意的是:绝对值最大值并非显示最大的绝对值,而是显示具有最大绝对值的代数值。所以,该选项下显示的结果可能有正值也有负值,只是其绝对值较大,其代数值并非最大。这样,选择Absolute Max比选择Max或Min得到更小的结果,也就不足为奇了!