A long, cylindrical wire of radius b carries a current i distributed uniformly over its cross section. Find the magnitude of the magnetic field at a point inside the wire at a distance a from the axis.
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Given:
Magnitude of current = i
Radius of the wire = b
For a point at a distance a from the axis,
Current enclosed, i'=iπb2×πa2
By Ampere's circuital law,
∮B.dl = μ0i'
For the given conditions,
B×2πa= μ0iπb2×πa2⇒B=μ0ia2πb2
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