Patyuchenko
Electrical
- Aug 4, 2006
- 17
Hello,
In order to perform steady state thermal analysis of a large model of a chip I am using substructuring (bottom - up) technique in ANSYS.
But I encountered the following problem:
for substructuring I should have the interface nodes of the superelements (master DOF) at the location of the interface nodes of the adjacent structure (or another adjacent superelement) (within a certain tolerance). It is not a problem in 2D modeling where the interface between the adjacent structures is usualy represented by lines and I can easily assign a desired number of elements per common lines. However I am performing a 3D simulation where not only the lines are the interfaces between the adjacent structures but the areas as well.
I would like to know how can I obtain the same "pattern" of a mesh for interface areas which belong to two adjacent superelements which in their turn are meshed separately from each other (bottom - up substructuring) thus fulfilling the prerequisite of the interface nodes coincidence for the substructuring technique.
May be somebody had the same problem and solved it? I would be very grateful to you for any help.
Thank you very much.
Best regards
In order to perform steady state thermal analysis of a large model of a chip I am using substructuring (bottom - up) technique in ANSYS.
But I encountered the following problem:
for substructuring I should have the interface nodes of the superelements (master DOF) at the location of the interface nodes of the adjacent structure (or another adjacent superelement) (within a certain tolerance). It is not a problem in 2D modeling where the interface between the adjacent structures is usualy represented by lines and I can easily assign a desired number of elements per common lines. However I am performing a 3D simulation where not only the lines are the interfaces between the adjacent structures but the areas as well.
I would like to know how can I obtain the same "pattern" of a mesh for interface areas which belong to two adjacent superelements which in their turn are meshed separately from each other (bottom - up substructuring) thus fulfilling the prerequisite of the interface nodes coincidence for the substructuring technique.
May be somebody had the same problem and solved it? I would be very grateful to you for any help.
Thank you very much.
Best regards