For a circular current element of radius, b = 6 m, determine the magnetic field H on the axis of the loop if
I = 4A, h = 6 m. Also find H at the center of the loop.
Hh=b2I2(h2+b2)32=62⋅42⋅(62+62)32=0.118 Am,H_h=\frac{b^2I}{2(h^2+b^2)^\frac 32}=\frac{6^2\cdot 4}{2\cdot(6^2+6^2)^\frac 32}=0.118~\frac Am,Hh=2(h2+b2)23b2I=2⋅(62+62)2362⋅4=0.118 mA,
H0=I2b=42⋅6=0.333 Am.H_0=\frac {I}{2b}=\frac{4}{2\cdot 6}=0.333~\frac Am.H0=2bI=2⋅64=0.333 mA.
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