Physics Asked on May 31, 2021
Well, elementary particles have no moment of inertia $I$. But what is the nearest possible answer to the question for a free, spinning electron?
In general, one has a relation with spin $J$ given by
$$ J = I omega.$$
For an electron, the magnitude of spin is $J=sqrt{3/4} hbar$. But since $omega$ is not defined, there is no way to speak about a moment of inertia.
Or can one say more?
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