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Magnetostatic field generated by a permanent magnet

  • Daan
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1 year 11 months ago #4381 by Daan
Hello everyone,

I have a question regarding the 'Magnetostatic field generated by a permanent magnet' example ( docu.ngsolve.org/latest/i-tutorials/unit...Maxwell/Maxwell.html
  • Most important: Which units do these maxwell tutorials use? E.g. unit each for relative permeability, magnetization and B field?
  • If we use a N50 neodymium magnet, what values should we use for mur and mag in the code from the example below?[img]data:image/png;base64,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    Kind regards,
    Daan
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