How to define a part as rigid body?
Answers
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Hi,
with Inspire 2016, you have to define rigid bodys as parts with a high e-modulus. With Inspire 2017, you can do this more easy with a rigid element.
Please have a look at the attached picture, showing deformation and stresses for two blocks under tension in different versions.
1. Conntected via RBE2 (Rigid Element)
2. A block with a material property with a very high e-modulus (200.000e12)
3. Another block but with usual steel for comparison
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
0 -
-
Well,
you don't have to assign an RBE2 to a plate, just substitute the plate with the RBE2. Therefore choose the connector and connect the parts (in this case the edges) which are connected to the former plate. Then you can switch their type from 'Flexible'->RBE3 to 'Rigid'->RBE2:
<img alt='4fLgCNZUZYNr0AAAAASUVORK5CYII=' height='145' src='data:image/png;base64,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
0