Plot the variation of magnetic field due to a straight conductor of uniform cross section of radius a and carrying a steady current with distance r , in the region r a.
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Answer:
Let the current density in the wire be j.
From ampere's law, field inside the wire is given by
μ
0
(jπr
2
)=B(2πr)
⟹B=
2
μ
0
jr
So it varies linearly upto a.
From ampere's law, field outside the wire is given by
μ
0
(jπa
2
)=B(2πr)
⟹B=
2r
μ
0
ja
2
Explanation:
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