Magnetic field inside and outside the rectangular conductor

AI Thread Summary
The discussion centers on calculating the magnetic field generated by a DC current in a rectangular transmission line using finite difference methods. The user is implementing a MATLAB code based on the equation curl curl A = µ J, with the condition div A = 0, and is facing issues with the results, suspecting boundary conditions may be the cause. They are using symmetry planes to simplify the problem to a quarter conductor. A suggestion is made to apply Ampere's law and model the current as a sheet current for a more straightforward approximation. The conversation highlights the challenges of numerical modeling in electromagnetic fields.
merro
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Hi
I want to find the magnetic field result from DC current flow through the rectangular transmission line numerically by using the finite difference.
the solved equation is curl curl A =µ J , with div A=0, and J is a uniform current on the crosssection.
I implement the MATLAB code , but the result is not logical, so i think the boundary condition is the problem
I take the symmetry plans , one vertical and other Horzi. and solve the problem for quarter conductor.
my question the boundary conditions for that problem

thank you in advance
 
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Couldn't you just use amperes law and model it as a sheet current, at least that would give you an approximation.
 
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