Using the detailed balance equation, B1zn, p(hv,,) = Az", + Ban,p(hv,) %3D and -(E,-E) Show that, (i) 8an,'hv Ba and, B12- B Given: 8an hv P(hv) Planck's Distribution Law hv (e T -1) E, - E, = hv, c= speed of light, n, = index of refraction of lasing medium %3D

Modern Physics
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Author:Raymond A. Serway, Clement J. Moses, Curt A. Moyer
Publisher:Raymond A. Serway, Clement J. Moses, Curt A. Moyer
Chapter14: Nuclear Physics Applications
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Electrical Engineering
Q3. Using the detailed balance equation,
B12n, p(hv,2) = Az1, + Ban, p(hv2)
and
- (E,-E,)
KT
= e
Show that,
(i)
A1 8 Tn hv
Ba
and,
(ii)
B12 = B31
%3D
Given:
8an?hv
P(hv)
Planck's Distribution Law
hv
(e kT - 1)
E, - E, = hv,
c = speed of light, n, = index of refraction of lasing medium
Transcribed Image Text:Electrical Engineering Q3. Using the detailed balance equation, B12n, p(hv,2) = Az1, + Ban, p(hv2) and - (E,-E,) KT = e Show that, (i) A1 8 Tn hv Ba and, (ii) B12 = B31 %3D Given: 8an?hv P(hv) Planck's Distribution Law hv (e kT - 1) E, - E, = hv, c = speed of light, n, = index of refraction of lasing medium
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