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Consider an infinitely-large-cylindrical conductor along the z-axis, with a radius of a carrying a current density of J = J₁ exp(-ar) k. a) Use Ampere's Law and derive an expression for the magnetic field as a function of radial distance r inside the cylinder r

Consider an infinitely-large-cylindrical conductor along the z-axis, with a radius of a carrying a current density of J = J₁ exp(-ar) k. a) Use Ampere's Law and derive an expression for the magnetic field as a function of radial distance r inside the cylinder r

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can anyone answer this please I dont know what im doing wrong

Consider an infinitely-large-cylindrical conductor along the z-axis, with a radius of a carrying a current density of J= Jo exp(-ar) k. a) Use Ampere's Law and derive an expression for the magnetic field as a function of radial distance r inside the cylinder r < a.
Transcribed Image Text:Consider an infinitely-large-cylindrical conductor along the z-axis, with a radius of a carrying a current density of J= Jo exp(-ar) k. a) Use Ampere's Law and derive an expression for the magnetic field as a function of radial distance r inside the cylinder r < a.
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