Solving Magnetic Field Problems: Cylinder of Permanent Magnetization

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The discussion focuses on solving a magnetic field problem involving a cylinder of permanent magnetization. The units of Mo are determined to be A/m. The magnetic current density Jb inside the cylinder is calculated as zero due to constant magnetization. The three surfaces referenced include the top, bottom, and cylindrical surface of the disk, which are essential for determining the surface current density Kb and boundary conditions for B and H. The participant seeks clarification on the interpretation of the surfaces in relation to the problem.
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Hello, I have an exam Tuesday and I'm solving the problems of previous years :

Homework Statement


Consider a disk of radius a and length h of permanent magnetization M = Moz parallel to h.
a/ what are the units of Mo ?
b/Find the magnetic current density Jb inside the cylinder and the curface current density Kb on the three surfaces.
c/ Write boundary conditions of B and H for the three surfaces.
d/ Plot field lines for B and H everywhere.



Homework Equations


Kb=Mxn^
Jb=xM

The Attempt at a Solution


a/ A/m
b. Inside the cylinder, the magnetization is constant so
Jb=xM =0
I don't get what they mean by the three surfaces, inside the cylinder, outside and ?

Thanks !
 
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The 1) top and 2) bottom surfaces of the disk, and 3) the cylindrical surface at radius a.
 
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