Problem 4.25 If electron, radius e2 [4.138 4πεmc2 What would be the velocity of a point on the "equator" in m/s if it were a classic solid sphere with a given angular momentum of (1/2) h? (The classical electron radius re, is obtained by assuming that the mass of the electron can be attributed to the ener- stored in its electric field with the help of Einstein's formula E = mc?), Does

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Problem 4.25 If electron, radius
[4.138]
4πεmc2
What would be the velocity of a point on the "equator" in m /s if it were a classical
solid sphere with a given angular momentum of (1/2) h? (The classical electron radius,
re, is obtained by assuming that the mass of the electron can be attributed to the energy
stored in its electric field with the help of Einstein's formula E = mc2). Does
this model make sense? (In fact, the experimentally determined radius of the electron is
much smaller than re, making this problem worse).
Transcribed Image Text:Problem 4.25 If electron, radius [4.138] 4πεmc2 What would be the velocity of a point on the "equator" in m /s if it were a classical solid sphere with a given angular momentum of (1/2) h? (The classical electron radius, re, is obtained by assuming that the mass of the electron can be attributed to the energy stored in its electric field with the help of Einstein's formula E = mc2). Does this model make sense? (In fact, the experimentally determined radius of the electron is much smaller than re, making this problem worse).
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