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Jok, flows in an (infinite) planar volume of thickness, Suppose a constant current density, J d, that is centered on the x axis. See the diagram below. Using Ampere's law and the planar symmetries of the problem, evaluate the magnetic field, B(x), for x < -d/2, -d/2 < x < d/2, and x > d/2 %3D x = 0

Jok, flows in an (infinite) planar volume of thickness, Suppose a constant current density, J d, that is centered on the x axis. See the diagram below. Using Ampere's law and the planar symmetries of the problem, evaluate the magnetic field, B(x), for x < -d/2, -d/2 < x < d/2, and x > d/2 %3D x = 0

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Jok, flows in an (infinite) planar volume of thickness, Suppose a constant current density, J: d, that is centered on the x axis. See the diagram below. Using Ampere's law and the planar symmetries of the problem, evaluate the magnetic field, B(x), for x < -d/2, -d/2 < x < d/2, and x > d/2 6. d x = 0
Transcribed Image Text:Jok, flows in an (infinite) planar volume of thickness, Suppose a constant current density, J: d, that is centered on the x axis. See the diagram below. Using Ampere's law and the planar symmetries of the problem, evaluate the magnetic field, B(x), for x < -d/2, -d/2 < x < d/2, and x > d/2 6. d x = 0
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