z772864286 发表于 2020-8-31 09:31:36

求解决一个ansys 的显示问题

data:image/png;base64,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
11-19号材料和21-70号材料当单元采用材料属性显示的时候如何显出来?材料板只显示11种材料一个警告:Warning:Discrete color map range is 1 to 11.

htbbzzg 发表于 2020-9-2 08:23:12

你可以对 11-19 号材料和 21-70 号材料分别设置单独的颜色,其它材料设置相同的颜色。
或者,先使用 esel 命令,选择所有 11-19 号材料和 21-70 号材料的单元,然后只显示这些单元。
页: [1]
查看完整版本: 求解决一个ansys 的显示问题