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TFM
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Homework Statement
A coaxial cable consists of two very long cylindrical tubes, separated by linear insulating material of magnetic susceptibility χm (see Figure). A current I flows down the inner conductor and returns along the outer one, in each case the current distributes itself uniformly over the surface.
a)
Find the magnetic field in the region between the tubes.
b)
As a check, calculate the magnetization and the (surface and volume) bound currents. Confirm that (together with, of course, the free current) they generate the correct magnetic field.
Homework Equations
Just Section A at the moment:
I have a feeling that these equations are useful (hinted in a similar question in textbook)
[tex]\oint H .dl =I_{f_encl}[/tex]
[tex] B = \mu H [/tex]
[tex] \mu = \mu_0(1+\chi_m) [/tex]
The Attempt at a Solution
[tex] B = \mu_0(1+\chi_m)H [/tex]
Does this look okay, what could be a good thing to do next?
TFM