问题描述:
CSiBridge中如何定义时程波进行时程分析?
解答:
以如下模型为例:
首先定义时程波函数:点击荷载选项卡中的函数项里的类型,选择为时程。
点击第一个按钮新建,弹出如下对话框,选择函数类型为From File,之后点击确定 。
选择浏览文件,选择需要输入的地震波,可以输入sap2000文件中自带的地震波数据(在文件夹名称为Time History Function当中,其扩展名为.TH)也可以输入txt文本格式的地震时程波数据,得到地震波函数 ,并将其命名为FUN2(本案例使用sap2000文件中自带的地震波数据)
定义一个地震波的时程分析荷载工况 :
点击上图当中的添加荷载工况,弹出如下对话框,工况类型选择为Time History
工况类型荷载类型如上图所示,荷载类型为accel即加速度;地震波方向为U1方向;比例系数取决于所输入的地震波数据的单位,例如,数据单位为g,则填入当地的自重加速度,如果需要对该地震波进行调幅,则需要乘以调幅系数。
时间步为软件的计算点间隔,步长越小,计算结果越详细精确,越接近于实际值,反之,则越粗糙。
此案例我们使用线性模态叠加法,相较于直接积分法,虽然精准度不如,但对于复杂结果来说,计算用时更短。模态阻尼比可以选择为常数0.05,阻尼比也可以随着各阶模态变化。如果用户对计算精度有较高要求,可选择直接积分法,并使用瑞利-利兹阻尼,根据质量和刚度确定各阶阻尼比。
点击确定。
用户需要查看结果时,需要通过绘图函数来查看相应节点或杆件在地震作用下的时程函数。
以墩底剪力为例。首先点击墩底节点:
然后点击开始选项卡→更多中的显示绘图函数
自动弹出如下对话框,函数列表里会自动出现墩底节点的编号,点击定义绘图函数
选中该点,点击修改/显示函数
![](data:image/png;base64,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)
函数类型选为反力,分量与地震波方向U1相同,即F1,点击确定。
最后得到墩底剪力。