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How apply a sinusoidal voltage?
Posted 1 avr. 2014, 09:49 UTC−4 Low-Frequency Electromagnetics Version 5.1 11 Replies
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I'm using joule heating, time dependent domain.
Anyone? I'm trying apply a AC source.
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I would say: create an analytic function under global definitions node. Name it, let's say "Usin."
Now when you want to refer to it, write "Usin(t[1/s])" and it should work.
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Thank you so so much!! It works!!!
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Thank you!
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you can directly the function that you need for example:
V0*sin(2*pi*100*t) , for frequency of 100Hz
Regards
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if you just need a harmonic excitation you should consider using a frequency domain or frequency transient study.
Cheers
Edgar
--
Edgar J. Kaiser
emPhys Physical Technology
www.emphys.com
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I'm using time dependent domain, Joule heating model. Please, where should I write the function? I presume there is a predefined function that solves this problem. Sorry if I'm wrong.
Again, thanks for your help.
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Is there a specific reason to use time dependent?
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Edgar J. Kaiser
emPhys Physical Technology
www.emphys.com
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You can handle this much more effectively in a frequency-transient study, because it is normally not required to resolve the AC-waveform explicitely in coupled thermal-electromagnetic problems.
Have a look into the inductive heating example in the model library.
If you want to insist in explicit time dependent modeling you can write the time dependent function directly into the respective field in your boundary condition. Take care then, to set the time dependent solver to strict time stepping and choose the time stepping in order to resolve the waveform properly.
Cheers
Edgar
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Edgar J. Kaiser
emPhys Physical Technology
www.emphys.com
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Hanna,
if you just need a harmonic excitation you should consider using a frequency domain or frequency transient study.
Cheers
Edgar
--
Edgar J. Kaiser
emPhys Physical Technology
www.emphys.com
Dear Edgar,
I am also confused that when I set the "Coil current" as a rectangle function (starting at 100 ms and ending at 400 ms, ), the induced current density norm rises ahead of the "Coil current" density norm.
Why does this happen? From my point of view, the induced current density norm should lag behind the "Coil current" density norm.
Could you help me solve this problem?
Sincerely,
Ken
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