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Some simple questions about AC DC module
Posted Jul 8, 2014, 11:02 a.m. EDT 2 Replies
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Dear all,
Recently I need to do some simulation with AC/DC module. I use a lot RF module, but not really familiar with AC/DC module. I have several simple questions related.
1. Is it possible to specify global electric potential (mimicking a homogeneous electric field) to polarize a finite object? (A bit similar to solving for the scattered filed in RF module)
2. Is complex permittivity allowed in AC/DC module?
3. What's the boundary condition to terminate an open space surrounding an object?
Thanks in advance!
Recently I need to do some simulation with AC/DC module. I use a lot RF module, but not really familiar with AC/DC module. I have several simple questions related.
1. Is it possible to specify global electric potential (mimicking a homogeneous electric field) to polarize a finite object? (A bit similar to solving for the scattered filed in RF module)
2. Is complex permittivity allowed in AC/DC module?
3. What's the boundary condition to terminate an open space surrounding an object?
Thanks in advance!
2 Replies Last Post Jul 8, 2014, 2:10 p.m. EDT
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Posted:
1 decade ago
hello
For static and quasi-static(AC-DC module ) models, it is possible to assume zero fields at the open boundary, provided that this is at a sufficient distance away from the sources. because in low frequency radiation effect can be assumed neglected .
about question 2:
when you define a material with specific sigma(conductivity)and permitivity(epsilonr)that is equal to material with zero conductivity and complex permitivity
For static and quasi-static(AC-DC module ) models, it is possible to assume zero fields at the open boundary, provided that this is at a sufficient distance away from the sources. because in low frequency radiation effect can be assumed neglected .
about question 2:
when you define a material with specific sigma(conductivity)and permitivity(epsilonr)that is equal to material with zero conductivity and complex permitivity
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Posted:
1 decade ago
Pu,
To terminate an open space, use Infinite Element Domain feature under Definitions.
Regards,
Sergei
To terminate an open space, use Infinite Element Domain feature under Definitions.
Regards,
Sergei