问题描述:
ETABS中,可基于单点连接单元定义点弹簧,那么点弹簧中的方向应该如何选择呢?
![](data:image/png;base64,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)
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)
解答:
点弹簧中的方向定义决定了连接单元的布置方向,轴向表示连接单元的1轴方向,2轴转角则是局部2轴绕局部正1轴从默认方向旋转的角度。连接属性中各个分量则与连接单元的局部轴方向对应。用户可以根据连接单元的默认局部轴判断方向:1-2轴平面平行于Z轴,且+2轴与+Z轴的夹角永远≤90°。
以轴向+Z、2轴转角0度为例,此时连接单元中的1轴对应着全局+Z轴,2轴对应着全局+X轴,3轴对应着全局+Y轴;轴向+Y、2轴转角0度时,连接单元中的1轴对应着全局+Y轴,2轴对应着全局+Z轴,3轴对应着全局+X轴。