suneaster 发表于 2019-3-21 11:46:54

关于ABAQUS Python中findAt返回值问题?

myEdge1=model.edges.findAt()
myEdge2=model.edges.findAt()
myEdge=myEdge1+myEdge2为什么不能运算?请问finAt返回的是元组还是列表?
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**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

NY-Cxj 发表于 2019-3-21 12:51:46

返回值类型你打出来看下就知道了,还有,findAt需要参数吧

mintg911 发表于 2019-3-24 21:11:13

edges不能直接加减,Python数据类型里直接加减的是list和string。 edges返回值是edges members,print出来就看到了
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查看完整版本: 关于ABAQUS Python中findAt返回值问题?