Electron moving around the nucleus with an angular momentum l has magnetic moment
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Consider a electron revolving around a nucleus in an atom. Since electron is a negatively charged particle, so atom will act as a current carrying loop and its magnetic dipole moment is given by
M=IA
where I= current and A= area of cross section
if r is the radius of orbit then
M=(e/t)(pi r^2)
=(ev/2pi r)(pi r^2) =evr/2 =mevr/2m
Since mvr= angular momentum(L)
So M=-eL/2m ( in vector form) , since magnetic dipole moment of electron and angular momentum are in opposite direction.
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