An electron moving in a circular orbit of radius R with a period T is equivalent to a magnetic dipole of dipole moment
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Concider an electron is revolving in a circular orbit of radius raround a pisitive charged nucleus . since electron revolves around a closed path its motion constitutes an electric current.
So current i=Te
e is charge of the electron.
T is time period of revolution of the electron.
Now, v is the orbital velocity of the electron,
Thus T=v2πr
And so, i=2πrev
Since electron performs orbital motion, it has orbital magnetic moment μ
μ=iA
Where, A is Area of the orbit
Therefore μ=2πrev(πr2)
μ=Tπr2e
Hence the correct answer is μ=Tπr2e
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