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Thus This leads to a formula of the form of (13.36), but with an argument in the
logarithm, 2ze2(w) Since quantum-mechanical energy-loss formulas are
obtained from classical ones by the replacement [see (13.43)], B, = r)Bc = Z-f Bc (
13.48) nv ...
The minimum angle 0min below which the cross section departs appreciably
from the simple result (13.92) can be determined either classically or quantum
mechanically. As with 6min in the energy-loss calculations, the larger of the two ...
This has the obvious quantum interpretation that the radiation from a multipole of
order (/, m) carries off mh units of z component of angular momentum per photon
of energy hw. In further analogy with quantum mechanics we would expect the ...
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Introduction to Electrostatics
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