| T O P I C R E V I E W |
| yuhao |
Posted - Oct 18 2015 : 00:39:08
Hi, I expect the resistance of a wire to increase with frequency. But I did not see this effect when I test several frequency on a square strip of dimension close to its skin depth.
Is the skin effect not modeled?
Thanks |
| 3 L A T E S T R E P L I E S (Newest First) |
| Enrico |
Posted - Jan 25 2016 : 22:27:28
You can install the FastFieldSolvers bundle, the guide is there. The easiest way to access it is to open FastHenry, launch the embedded online help, and in the main page, in the bottom part, you can find a direct link.
Best Regards,
Enrico |
| LittleSquare |
Posted - Jan 23 2016 : 16:12:32
quote:
Originally posted by Enrico
Yes the skin and proximity effects are fully modelled.
Actually, FastHenry completely solves the Maxwell equations in the magnetoquasistatic regime, so the only limitation is the minimum wavelength in the harmonic spectrum of the stimulating signal versus the maximum geometrical dimension of your structure.
You probably had not discretized enought your segments into filaments. Please check the user's guide with particular attention to the section discussing the skin depth (I am assuming you have not read it, otherwise you would not have had doubts about FastHenry capability to simulate the skin effect).
Best Regards,
Enrico
Same problem as op and I have lost my user guide. Is there one available online? |
| Enrico |
Posted - Oct 19 2015 : 11:21:29
Yes the skin and proximity effects are fully modelled.
Actually, FastHenry completely solves the Maxwell equations in the magnetoquasistatic regime, so the only limitation is the minimum wavelength in the harmonic spectrum of the stimulating signal versus the maximum geometrical dimension of your structure.
You probably had not discretized enought your segments into filaments. Please check the user's guide with particular attention to the section discussing the skin depth (I am assuming you have not read it, otherwise you would not have had doubts about FastHenry capability to simulate the skin effect).
Best Regards,
Enrico
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