Re: Harmonic Studies

[Bourriche Lahoussaine]

I tried this method and so far i got correct values for the real part  ( A ) but they re wrong for the imaginary part ("B")
I want to know if someone tried in his side this solution

Cordialement

Lahoussaine BOURRICHE
3A, ENSEEIHT , Physique numérique
+33 6 20 76 17 12

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De: "Lahoussaine Bourriche" <lahoussaine.bourriche@etu.toulouse-inp.fr>
À: "Tetsuo Koyama" <tkoyama010@gmail.com>
Cc: "getfem-users" <getfem-users@nongnu.org>
Envoyé: Mardi 17 Mai 2022 10:33:33
Objet: Re: Harmonic Studies

I don't know i need to compare results with another software who does the same thing as this algorithme i wrote
(Compute the losses for each harmonique )

Cordialement

Lahoussaine BOURRICHE
3A, ENSEEIHT , Physique numérique
+33 6 20 76 17 12

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De: "Tetsuo Koyama" <tkoyama010@gmail.com>
À: "Lahoussaine Bourriche" <lahoussaine.bourriche@etu.toulouse-inp.fr>, "getfem-users" <getfem-users@nongnu.org>
Envoyé: Mardi 17 Mai 2022 10:09:05
Objet: Re: Harmonic Studies

Dear Lahoussaine

I think it's the best way to do it. Are there any problems with that method?

Best Regards Tetsuo

2022年5月17日(火) 16:24 Bourriche Lahoussaine <lahoussaine.bourriche@etu.toulouse-inp.fr>:

Hello,
I'm still working of diffusion equation;
In my part i wrote the vector as A=A_nCos(omega*n*t)+B_nSin(omega*n*t)
Then i extract two equations and i implmented them

Cordialement

Lahoussaine BOURRICHE
3A, ENSEEIHT , Physique numérique
+33 6 20 76 17 12

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De: "Tetsuo Koyama" <tkoyama010@gmail.com>
À: "Lahoussaine Bourriche" <lahoussaine.bourriche@etu.toulouse-inp.fr>
Envoyé: Mardi 17 Mai 2022 08:03:55
Objet: Re: Harmonic Studies

Dear Bourriche

 

> Do you have any idea how treat harmonics in magnetic problems ( another approach to treat the time problem ) .

Please explain about the problem more explicitly.
- Which equation do you want to solve?
- What discretization is assumed?

 

Best Tetsuo