T average energy density for CBR = 4 x 10–14 J/m3.
For a region of space where the average energy density = 4 x 10–14
J/m3 the temperature is T(degrees K) =2.73
The energy density in radiation is typically written
u = a T^4
where "a" is called the radiation constant and has the value
a = 7.565767 x 10 ^-16 J m^-3 K^-4
So
u = (7.565767 x 10 ^-16 J m^-3 K^-4)(2.73)^4
u= 4.20245963 × 10-14 m-1 kg s-2 K
This should all be in the infrared region
And the RMS energy density would be
u(RMS) = (.707)(4× 10-14 m-1 kg s-2 K)
u(RMS) = 2.828 x 10 ^-14 J/m3
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