junliangxie96 发表于 2023-10-11 10:29:20

Ansys 是否可以约束结构在某个方向的变形量

如题,请教论坛里的大佬们,能否约束结构在某个方向的变形量
比如,一块板子往厚度的负方向变形0.2mm 后会有个支撑,大致是这个意思,想要知道如何实现这个功能


补充内容 (2023-11-20 13:50):
2023.11.20 功能里面找了一轮,目前没有找到很好的方法,后续预计采用添加额外的实体模型方法吧。问题暂时关闭

斯文棒棒 发表于 2023-10-11 10:41:59

没弄懂什么意思,刚开始没有支撑吗?用接触可以不?

东海fyh126 发表于 2023-10-11 10:44:28

不想变形的地方设置为固定支撑,,,,

人在曹营心在汉 发表于 2023-10-11 10:47:18

在0.2mm放一块板,连接形式约束无穿通试一下?

junliangxie96 发表于 2023-10-11 10:52:00

斯文棒棒 发表于 2023-10-11 10:41
没弄懂什么意思,刚开始没有支撑吗?用接触可以不?

感谢回复,不好意思没说明清楚
如下图案例,平板四周四个角施加约束固定,中间施加向下的力,我想知道的是Ansys 是否有一个功能可以指定 平板 部分结构向下的变形量不超过一定量
案例是用来说明目的的,实际的案例就是向下变形0.2mm 后会有个结构件做支撑。
接触功能应该是要创建一个实体结构件作为支撑件吧,我询问该功能的目的就是想确认是否能简化该实体结构件。
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

junliangxie96 发表于 2023-10-11 10:53:15

东海fyh126 发表于 2023-10-11 10:44
不想变形的地方设置为固定支撑,,,,

谢谢回复,是想要变形量不超过一定数值,直接约束的话就没达到效果

junliangxie96 发表于 2023-10-11 10:54:10

人在曹营心在汉 发表于 2023-10-11 10:47
在0.2mm放一块板,连接形式约束无穿通试一下?

是的,创建零件也是个思路,但之前在Hypermesh 有个SPC 的功能是可以完成的。就像知道Ansys 是否有相同的功能

yryjwr 发表于 2023-10-11 12:00:58

本帖最后由 yryjwr 于 2023-10-11 12:57 编辑

这个我感觉好像要放到优化设计里,可以将变形量作为目标参数的
页: [1]
查看完整版本: Ansys 是否可以约束结构在某个方向的变形量