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Boundary conditions ##\vec{B}## and ##\vec{H}##
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[QUOTE="Charles Link, post: 6599553, member: 583509"] It probably isn't necessary to include anything about the curls of the vectors, because that is a surface current type treatment that is completely separate from the pole model of magnetostatics. Meanwhile, what do you know about ## M_{2 \, perpendicular} ## ? =if it is outside of the material? For the ## M_{in \, perpendicular} ##, it is ## -M ## on the left endface, and ## +M ## on the right endface. Edit: Scratch part of that=I think they may be looking for boundary conditions everywhere on the surface, (they aren't completely clear here=do they want just the on-axis conditions? ), and it may be useful to employ the surface current model to get the conditions for the parallel components. It may be worth mentioning that this problem has two very standard ways of solving it, and Legendre's method with boundary conditions are not needed to solve it. See [URL]https://www.physicsforums.com/threads/a-magnetostatics-problem-of-interest-2.971045/[/URL] [/QUOTE]
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Boundary conditions ##\vec{B}## and ##\vec{H}##
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