Robert Koslover
Certified Consultant
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Posted:
4 years ago
30.03.2021, 23:59 GMT-4
Updated:
4 years ago
31.03.2021, 10:36 GMT-4
I haven't tried to do this particular calculation, but if I were doing it, I would create a model with an exact integer number of turns (e.g., 1 or 2), of your solenoid, inside a cylindrical space. I would choose the cylinder carefully so that the two end faces were exactly identical geometrically (with them "cutting through" the wire, so to speak, in identical ways). I would do a surface mesh on one of those end faces and deliberately copy (the mesh) to the opposite face, then mesh the rest of the volume. (Making the two faces have identical surface meshes is helpful in setting up a clean periodic boundary condition.) Note that your assertion that "the magnetic field should be confined to the solenoid's interior" is not correct. For one thing, any helical coil surely has a non-zero component of current along the axis, and thus (by Ampere's law) a non-zero external azimuthal magnetic field. Make your computational-space cylinder large enough in radius that it does not overly perturb that field. In regard to launching the current and setting various physics-related and solver-related parameters, I'll refrain from commenting on those. Just be sure that you think about them. I suggest that you make an attempt and see if you can make it work, then come back with more questions if you get stuck. Good luck.
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Scientific Applications & Research Associates (SARA) Inc.
www.comsol.com/partners-consultants/certified-consultants/sara
I haven't tried to do this particular calculation, but if I were doing it, I would create a model with an exact integer number of turns (e.g., 1 or 2), of your solenoid, inside a cylindrical space. I would choose the cylinder carefully so that the two end faces were exactly identical geometrically (with them "cutting through" the wire, so to speak, in identical ways). I would do a surface mesh on one of those end faces and deliberately copy (the mesh) to the opposite face, then mesh the rest of the volume. (Making the two faces have identical surface meshes is helpful in setting up a clean periodic boundary condition.) Note that your assertion that "the magnetic field should be confined to the solenoid's interior" is *not* correct. For one thing, any helical coil surely has a non-zero component of current along the axis, and thus (by Ampere's law) a non-zero external azimuthal magnetic field. Make your computational-space cylinder large enough in radius that it does not overly perturb that field. In regard to launching the current and setting various physics-related and solver-related parameters, I'll refrain from commenting on those. Just be sure that *you* think about them. I suggest that you make an attempt and see if you can make it work, then come back with more questions if you get stuck. Good luck.