问题描述:
请问,如何在 SAP2000 中将上部结构的支座反力以节点荷载的形式导入下部结构(如基础、地下室等)?能否举例说明。
解答:
如需将上部结构的支座反力导出并以节点荷载的形式施加于下部结构的对应节点,建议采用“交互式数据库编辑 + Excel 二次处理”的方法来实现。也就是说,我们需要在完成上部结构的结构分析后,通过数据表格导出支座反力;然后,在 Excel 中将支座反力异号作为下部结构的节点荷载;最后,利用交互式数据库编辑批量化地修改下部结构的节点荷载。
当然,为了保证实际操作的高效性和准确性,SAP2000 和 Excel 中关于数据表格的排序需要一定的技巧。接下来,我们以下图所示的上部框架结构和下部板柱-剪力墙结构为例,详细介绍以上操作流程。
第一,利用数据表格(命令路径:【显示>表格】)分别显示上部结构的支座节点和下部结构的顶部节点的坐标值,如以下左图所示。注意,在打开数据表格前应先选择拟显示的节点,避免存在无意义的节点影响后续操作。
第二,采用相同的排序基准重新排列上述两个表格,如以上右图所示。该操作的目的是为了匹配两个模型中相同位置处的节点编号。毕竟,我们无法保证两个模型中对应位置的节点编号完全相同。
第三,分别复制以上两个数据表格中的第一列(节点编号)并粘贴至 Excel,如以下左图所示。同理,利用数据表格复制上部结构的支座反力并粘贴至 Excel,如以下右图所示。
注意,此时的支座反力无法直接作为下部结构的节点荷载,因为我们无法确定两个模型中相同位置处的节点对应关系。例如,上部结构 #6 节点对应下部结构 #36 节点,而非位于同一行的 #41 节点。为此,我们需要对 Excel 表格进行重新排序,详见步骤四。
第四,在 Excel 中选择以上左图中的两列数据并基于第一列进行升序排列。由于默认情况下右图中的数据以节点编号的升序排列,故无需对右图数据重新排序。如果右图数据并非以节点标编号升序排列,我们也可以采用相同的方法对其重新排序。完成该操作后,我们即可确定上部结构的支座反力与下部结构的节点荷载之间的匹配关系,如下图所示。
![](data:image/png;base64,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)
第五,在下部结构的模型中利用交互式数据库编辑即可批量化地修改节点荷载,如下所示。具体来讲,即:复制以上左图第二列数据作为节点标签,复制右图 F1~M3 六列异号后的数据作为节点荷载。注意,为了在下部结构中便于修改节点荷载,建议先对拟加载的全部节点指定任意的同一节点荷载,以便生成后续需要的数据表格。
最后需要强调的一点是,上述操作得以成功的前提是两个模型交界位置处的节点坐标相同,否则需要借助其它方法确定节点间的匹配关系。事实上,只要两个模型采用相同的整体坐标系和空间方位,上述条件很容易满足。