TEST BANK FOR Quantum Physics 3rd Edition By Stephen Gasiorowicz
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Exam (elaborations) TEST BANK FOR Quantum Physics 3rd Edition By Stephen Gasiorowicz (Solution manual)
- Exam (elaborations) • 147 pages • 2021
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1. The energy contained in a volume dV is
U(ν,T)dV = U(ν ,T)r2drsinθ dθdϕ
when the geometry is that shown in the figure. The energy from this source that emerges
through a hole of area dA is
dE(ν ,T) = U(ν ,T)dV
dAcosθ
4πr2
The total energy emitted is
.
dE(ν ,T) = dr dθ dϕU(ν,T)sinθ cosθ dA
0 4π
2π ∫ 0
π /2 ∫ 0
cΔt ∫
= dA
4π
2π cΔtU(ν ,T) dθ sinθ cosθ
0
π / 2 ∫
= 1
4
cΔtdAU (ν ,T)
By definition of the emissivity, this is equal to EΔtdA ...
Exam (elaborations)
Exam (elaborations) TEST BANK FOR Quantum Physics 3rd Edition By Stephen Gasiorowicz (Solution manual)
Last document update:
ago
1. The energy contained in a volume dV is U(ν,T)dV = U(ν ,T)r2drsinθ dθdϕ when the geometry is that shown in the figure. The energy from this source that emerges through a hole of area dA is dE(ν ,T) = U(ν ,T)dV dAcosθ 4πr2 The total energy emitted is . dE(ν ,T) = dr dθ dϕU(ν,T)sinθ cosθ dA 0 4π 2π ∫ 0 π /2 ∫ 0 cΔt ∫ = dA 4π 2π cΔtU(ν ,T) dθ sinθ cosθ 0 π / 2 ∫ = 1 4 cΔtdAU (ν ,T) By definition of the emissivity, this is equal to EΔtdA ...
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