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ZMT zurich med tech

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  4. How to choose between EM LF ELECTRO and Magneto

How to choose between EM LF ELECTRO and Magneto

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  • D Offline
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    daolin_qu
    wrote on last edited by
    #1

    In the process of learning to use s4l, I don’t know how to choose to use the EM LF Electro and EM LF Magneto modules for work. I can hardly see the difference from the following introduction, and I don’t know whether the EM LF Electro module is only The electric field is generated or the EM LF Magneto module generates a magnetic field, because we know that there are electric and magnetic fields in the electromagnetic field, so if I need the existence of two physical fields in the process of using, I need to use the two modules to work at the same time ? Hope to get your help.

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      Siriwat
      wrote on last edited by
      #2

      details can be found in the s4l manual section 2.6.1.4 Choosing the Appropriate Low Frequency Solver

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        daolin_qu
        wrote on last edited by
        #3

        That’s great brother, your suggestion helped me a lot and allowed me to fundamentally distinguish the use of the two models.I want to ask you a question. The two low-frequency modules I mentioned above are an electric field and a magnetic field, but if I want to create a low-frequency geomagnetic field, what do I need to do? Because the electromagnetic field is composed of electric and magnetic fields at the same time.

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          Siriwat
          wrote on last edited by Siriwat
          #4

          My guess, according to the mentioned manual by using the low-frequency modules, s4l solves the E-field and H-field separately. Alternatively, a scaling method can solve a problem at high frequency and then scaling results to a lower frequency. this is some ref. https://eecs.wsu.edu/~schneidj/ufdtd/chap5.pdf . Hopefully this infor can help

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            Siriwat
            wrote on last edited by
            #5

            Scaling method ref. Furse C M and Gandhi O P1998 "Calculation of Electric Fields andCurrents Induced in a Millimeter-Resolution Human Model at 60 Hz Using the FDTD Method" Bioelectromagnetics 19:293–299 (1998)

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