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No boundary conditions
Posted Mar 16, 2010, 12:14 p.m. EDT 1 Reply
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Hello,
I'd like to simulate the deformation behaviour of a iron plate which is heated into an oven.
The plate is perfectly symetric.
Is it possible not to impose boundary conditions ?
Indeed I would like to understand the behaviour of the plate without exterior mecanical stress, only heating.
I've made some tests but the calculation are very long and the results really strange.
I hope to be understandable.
Mat'
I'd like to simulate the deformation behaviour of a iron plate which is heated into an oven.
The plate is perfectly symetric.
Is it possible not to impose boundary conditions ?
Indeed I would like to understand the behaviour of the plate without exterior mecanical stress, only heating.
I've made some tests but the calculation are very long and the results really strange.
I hope to be understandable.
Mat'
1 Reply Last Post Mar 17, 2010, 7:10 a.m. EDT
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Posted:
1 decade ago
Hi
Well your iron plate is supported I assume, it's not levitating , or ?
You could always fix a corner and adjust two others to stay at constant z, this would block "lightly" the main doF, and then apply your heat source and have a gradient develop over time.
The main issue is that if it is totally free you need someway to define the average positio and orientation of your plate since its free to move around in space
But the calculations should be specially "long", if you havnt overloaded it with a too dense mesh
It is a good exercice to uncerstand how to support a part freely , with minimum external influence, going further with free support via weak constraints is also possible
Good luck
Ivar
Well your iron plate is supported I assume, it's not levitating , or ?
You could always fix a corner and adjust two others to stay at constant z, this would block "lightly" the main doF, and then apply your heat source and have a gradient develop over time.
The main issue is that if it is totally free you need someway to define the average positio and orientation of your plate since its free to move around in space
But the calculations should be specially "long", if you havnt overloaded it with a too dense mesh
It is a good exercice to uncerstand how to support a part freely , with minimum external influence, going further with free support via weak constraints is also possible
Good luck
Ivar