Current density at the surface of a magnetised material

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Homework Help Overview

The discussion revolves around deriving an expression for the current density per unit length at the surface of a magnetized material, focusing on concepts related to magnetization and current density.

Discussion Character

  • Conceptual clarification, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants explore the relationship between magnetization and bound current density, questioning the applicability of Ohm's law and considering the nature of current loops in magnetized materials.

Discussion Status

Some participants have provided insights into the relevant equations and concepts, while others are still seeking clarity on the correct approach to the problem. There is an ongoing exploration of different interpretations regarding the surface current density.

Contextual Notes

Participants note the absence of an electric field in the problem and discuss the implications of this on the equations that can be applied.

dave4000
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Homework Statement



Write down an expression for the current density per unit length flowing at the surface of a magnetised material.

The Attempt at a Solution



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Any ideas?
 
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E is the electric field, but there's no electric field in this problem, so that equation can't apply, can it?

It sounds to me like the problem is talking about the density of bound current. There's a simple expression for that in terms of the magnetization... you can look it up, or if you think about it you can probably come up with the relation on your own. (It might help to imagine each atom of the magnetized material as a tiny little current loop)
 
You've written down Ohm's law which isn't the right equation to use. I think you're looking for \vec{K}, the surface current density, K is the current per unit width perpendicular to the flow?
 
Sorted! Its I=M X n
 

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