问题描述:
其它软件模型转换至ETABS后,若周期结果相差较大,该怎样进行检查?
解答:
其它软件模型转换至ETABS进行结构大指标校核、减隔震分析、弹塑性分析等工作之前,必须进行模型检查以保证转换后模型的正确性。周期检查是模型检查中一项非常重要的内容,周期结果影响其它动力计算结果。
若转换得到的ETABS模型周期与原模型相差较大,可从以下几个方面进行检查:
1、质量
质量是结构周期计算的重要因素,需保证ETABS模型与原模型质量结果基本一致的前提下进行周期对比。模型转换后的质量检查方法
2、机构
若结构周期值超出常规(如几百万秒),一般情况下是由于构件约束不足造成的,在程序自动生成的分析日志文件(文件路径:分析>最新的运行日志)中会有如图1所示的警告信息。此时,应根据模型的模态动画图或者分析日志中的警告信息定位模型中约束不足的位置,进行对应的修改。
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)
图1 结构约束不足或病态警告信息
3、隔板
若结构周期值属正常范围,但与原模型有较大差异,则需分清楚原模型输出的结果是否为刚性楼板假定下的结果,进而检查确定两模型中刚性楼板的假定是否一致。
在ETABS中,可通过菜单视图>设置显示选项中,勾选“隔板范围”,程序则在视图中显示指定的隔板范围。
图2 显示隔板范围的视图选项
注意:ETABS中的隔板,区分刚性隔板和准刚性隔板,刚性隔板范围内的节点假定为平面内无限刚,无面内的相对变形;准刚性隔板即弹性隔板,按照构件本身的属性参与整体计算,用户需检查隔板的类型,并保证模型的一致性。
4、构件属性修正
结构模型中常用的截面属性修正包含两类:楼面梁刚度放大和连梁刚度折减。
可通过菜单视图>设置显示选项中,分别勾选框架对象和面对象的属性修正,通过视图快速判断是否考虑了构件属性修正,显示效果如图4所示。
图3 显示构件属性修正的视图选项
图4 框架属性修正显示效果
若要核对构件属性修正值的大小,可通过在模型未变形图中右击构件,在指定栏中查看;也可通过表格的方式进行批量显示(菜单显示>显示表格>模型>指定>框架/壳>属性修正)。
图5构件属性修正值查看
5、构件偏心
可通过拉伸视图快速显示构件偏心效果。
图6 拉伸视图中显示构件偏心效果
也可通过对象信息对话框或表格查看构件偏心的详细信息。
6、刚域
可通过对象信息对话框或表格查看构件刚域设置的详细信息。
图7 刚域设置信息查看
7、墙剖分尺寸
墙体剖分尺寸对周期结果也会有一定影响,可通过菜单指定>壳>墙自动剖分选项来控制墙体剖分尺寸以保证两模型的一致性。
经过以上步骤的检查和调整,基本可以确保两模型周期的一致性。应确认周期无误后再进行其它结果的对比。