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Geometric optimization v4.1

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Hello,

I would like to find the optimum geometry of my structure in v4.1, but I have some problems.

I have - as a simple example - a beam in a 3D model. The thickness and the length of the beam are global parameters. I used the "Piezoelectric Devices interface" to clamp the two side of the beam and to apply a pressure on the upper boundary. I would like to find the optimum thickness (of a defined interval) to get a maximal deflection of the beam. I can do it with a parametric sweep, but I would like to use the optimization module as the model will get more complicated.

I set the point objective as the deflection and the global control variable as the thickness. COMSOL returnes the initial value of control variable as result. The geometry did not change. Do I have to define the parameter for thickness in a different way?

Has anyone examples for geometry optimization?

Thank you very much!



2 Replies Last Post 2011年5月2日 GMT-4 12:13
Ivar KJELBERG COMSOL Multiphysics(r) fan, retired, former "Senior Expert" at CSEM SA (CH)

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Posted: 1 decade ago 2011年4月26日 GMT-4 15:17
Hi

I haven't checked if the 3.5 models are all ported yet to v4. But there were some shape optimisation examples in 3.5

Now for the geometry, I believe the "DG" "deformed Geometry" is better suited than a full parametric sweep over a parameter changing the geometry dimensions (even if that should work too).

If you want to see the change on your geometry you must loop through the geometry + remesh, and that implies an (external or full) Parametric Sweep node before your solver node.

Therefore I believe the "DG" physics is easier, it makes a "mesh" change of your geometry, so you might use easier the "optimisation" module with a (solver internal) "Continuation (parametric) sweep"

Unfortunately, I do not have any examples at hand, you will have to search the forum, and the conf papers

--
Good luck
Ivar
Hi I haven't checked if the 3.5 models are all ported yet to v4. But there were some shape optimisation examples in 3.5 Now for the geometry, I believe the "DG" "deformed Geometry" is better suited than a full parametric sweep over a parameter changing the geometry dimensions (even if that should work too). If you want to see the change on your geometry you must loop through the geometry + remesh, and that implies an (external or full) Parametric Sweep node before your solver node. Therefore I believe the "DG" physics is easier, it makes a "mesh" change of your geometry, so you might use easier the "optimisation" module with a (solver internal) "Continuation (parametric) sweep" Unfortunately, I do not have any examples at hand, you will have to search the forum, and the conf papers -- Good luck Ivar

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Posted: 1 decade ago 2011年5月2日 GMT-4 12:13
Thank you very much for your fast reply!

I have tried the deformed geometry in the optimization module now.
The geometry changed and I get a value for the objective function which is different from the initial value. So I guess it's the optimized result.
But where can I find the corresponding value for the control variable? I only get the initial value.




Thank you very much for your fast reply! I have tried the deformed geometry in the optimization module now. The geometry changed and I get a value for the objective function which is different from the initial value. So I guess it's the optimized result. But where can I find the corresponding value for the control variable? I only get the initial value.

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