the atomic transition problem. Let E2- E = hw %3D | for two atomic states, u(@) be the radiation density, N be the number of atoms in state 1, and N2 that in state 2. B12 is the Enstein coffeicent for absorption, B1 that transition probability for emission, and A the spontaneous emission coefficient. Find N2/N

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The laboratory operation of a Laser is related to
the atomic transition problem. Let E - E, = ho
for two atomic states, u(@) be the radiation
density, N be the number of atoms in state 1, and
N2 that in state 2. B12 is the Enstein coffeicent for
absorption, B21 that transition probability for
emission, and A the spontaneous emission
coefficient. Find N2/N1
O B12/[A+ B21]
O B1zu(@)/[A + B21u(@)]
O B1zu(@)/A
O B1zu(@)/B21
O Au(@)/B12
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Forbidden transitions and selection rules suggest
that
O a photon has energy
O a photon has mass
O a photon has linear momentum
O a photon has angular momentum
a photon has parity
Transcribed Image Text:The laboratory operation of a Laser is related to the atomic transition problem. Let E - E, = ho for two atomic states, u(@) be the radiation density, N be the number of atoms in state 1, and N2 that in state 2. B12 is the Enstein coffeicent for absorption, B21 that transition probability for emission, and A the spontaneous emission coefficient. Find N2/N1 O B12/[A+ B21] O B1zu(@)/[A + B21u(@)] O B1zu(@)/A O B1zu(@)/B21 O Au(@)/B12 Questio Not yet answered Marked out of P Flag question Forbidden transitions and selection rules suggest that O a photon has energy O a photon has mass O a photon has linear momentum O a photon has angular momentum a photon has parity
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