问题描述:
对于下图所示的 E 点处的销钉连接,应该如何在 SAP2000 中实现?
![](data:image/png;base64,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)
解答:
首先,对于 A、B 处的铰支座可以通过节点约束实现。其次,对于 C、D 处铰接则可以通过对 DE 和 CE 框架进行端部释放 M33 实现。而对于 E 点处的销钉连接则需要费点心思!具体可采取以下操作:
![](data:image/png;base64,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)
1. 建立如图1所示的初始几何模型。
2. 先断开#4节点的连接,则由1个节点变成4个节点,如图2所示。
3. 将同一条直线上的两个节点合并为一个节点,使两个分离的框架对象成为连续(刚性连接)的杆件。
方法1:分别选择同一条直线上的两个节点,进行合并操作。因为需要先查询同一条直线上的节点编号,然后再有针对性地进行选择、合并。所以该方法较为繁琐。
方法2:直接框选4个节点,然后再选择位于同一条直线上的两个框架对象,最后进行点的连接操作。该方法更加灵活,可操作性更强!
4. 选择 E 处的两个节点并指定节点束缚:
a) 可选择 Body 或 Equal 束缚。
b) 只勾选 3 个平动自由度,实现销钉连接。
c) 当然,也可以使用连接单元。
5. 最终可得到如图3和图4所示的结果,从弯矩图可以看出,该方法得到了理想的销钉连接的模拟效果。
![](data:image/png;base64,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)