doncat
Newbie
I have found eigenmode solutions to a planar conductive resonator in HFSS. I now need to calculate the toroidal moment (dipole) for each eigenmode solution. I'm struggling with how to input the expression found here:
into the Field Calculator. Since the currents J are constrained to the conductive (PEC) plane of the resonator chip, I presume I can just do a surface integral on Jsurf, but I am lost as to how to do the dot product and integral in Fields Calculator.
Attempt so far:
Quantity>Jsurf
Complex>Real
Geometry>Surface>[surface]
...?
Edit: I'm aware of the HFSS Fields Calculator Cookbook, but I'm still struggling with how to do the integral Int( \vec(r) \dot \vec(J) ) dx^3 . How would one input this?
into the Field Calculator. Since the currents J are constrained to the conductive (PEC) plane of the resonator chip, I presume I can just do a surface integral on Jsurf, but I am lost as to how to do the dot product and integral in Fields Calculator.
Attempt so far:
Quantity>Jsurf
Complex>Real
Geometry>Surface>[surface]
...?
Edit: I'm aware of the HFSS Fields Calculator Cookbook, but I'm still struggling with how to do the integral Int( \vec(r) \dot \vec(J) ) dx^3 . How would one input this?
Last edited: