Analyzing Magnetic Field of an Infinite Cylinder with Constant Magnetization

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The discussion centers on calculating the magnetic field of an infinite cylinder with constant magnetization and exploring the electric field in a polarized slab. The participants analyze the implications of constant magnetization, equating it to the behavior of an infinite solenoid, and discuss the conditions under which magnetic and electric fields arise. They clarify that for a uniformly polarized slab, the bound charge density is zero, and the electric field can be determined from surface charges. The conversation also delves into the effects of surface current densities on the magnetic field, emphasizing the importance of superposition and Ampere's Law in deriving the correct field expressions. Ultimately, the participants conclude that the magnetic field within the slab is influenced by the direction of the surface currents, leading to a unified magnetic field in a specific direction.
  • #51
peripatein said:
Could we have combined both M in the x direction (this set up) and P in the z direction (previous set up) into a new set up? Will it make any sense?

In principle I think you could have both P and M. I don't see why not.
 
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  • #52
Thank you so, so much, TSny! You were incredibly kind and helpful :-).
 
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