A point magnetic dipole at the origin produces a mag- netic field, Mo 3f (fm) -...

     

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A point magnetic dipole at the origin produces a mag- netic field, Mo 3f (fm) - m 4π p3 Suppose m = m2. Show that the field averaged over a sphere centered at the origin is zero, B(r): = r> 0. √₁ dvB(r) = Her du dv 4π 3f(f.m) m p3 = 0. A point magnetic dipole at the origin produces a mag- netic field, Mo 3f (fm) - m 4π p3 Suppose m = m2. Show that the field averaged over a sphere centered at the origin is zero, B(r): = r> 0. √₁ dvB(r) = Her du dv 4π 3f(f.m) m p3 = 0.

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To show that the average magnetic field over a sphere centered at the origin is zerowe can use the following steps Express the magnetic field in spher... View the full answer