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A question about Fixed boundaries
Posted 20 déc. 2010, 17:01 UTC−5 3 Replies
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Hi,
I am using Comsol v 3.5a and have a question about the behavior of fixed boundaries. Supposed I have a rectangle (2D) with lower boundary fixed, but the rest are free. The rectangle is compressed in the y-direction. Will the lower boundary still expand in the x-direction?
I am using Comsol v 3.5a and have a question about the behavior of fixed boundaries. Supposed I have a rectangle (2D) with lower boundary fixed, but the rest are free. The rectangle is compressed in the y-direction. Will the lower boundary still expand in the x-direction?
3 Replies Last Post 22 déc. 2010, 08:05 UTC−5
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Posted:
1 decade ago
Hi
no, you have no motion, fixed is u=0, v=0.
Check your equation you will see
You could use a "roller" which along a x direction line mean v=0 but u can take any value. But then you must retain one point along x otherwise you part might "roll" away. select a point in the centre, i.e. opposed to the overage Y load
--
Good luck
Ivar
no, you have no motion, fixed is u=0, v=0.
Check your equation you will see
You could use a "roller" which along a x direction line mean v=0 but u can take any value. But then you must retain one point along x otherwise you part might "roll" away. select a point in the centre, i.e. opposed to the overage Y load
--
Good luck
Ivar
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Posted:
1 decade ago
Thanks. One more clarification:
In terms of contact forces, would this fixed boundary act like a very rigid wall/floor?
In terms of contact forces, would this fixed boundary act like a very rigid wall/floor?
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Posted:
1 decade ago
Hi
yes a fixed boundary is rigidly "stuck" so you can integrate the reaction forces (and moments if you define a reference point) to check your model loading coherence (with or without the Lagrange multipliers)
--
Good luck
Ivar
yes a fixed boundary is rigidly "stuck" so you can integrate the reaction forces (and moments if you define a reference point) to check your model loading coherence (with or without the Lagrange multipliers)
--
Good luck
Ivar