Using the classical theory, derive the formula ρ(ν)dν = 8πν2 c 3 kBT dν for the blackbody radiation where ρ(ν) is the energy per unit of volume in the frequency interval ν to ν + dν of the blackbody spectrum of a cavity at temperature T.
Answer
The formula is given by
"\u03c1(\u03bd)d\u03bd =\\frac{ 8\u03c0\u03bd^2 }{c^ 3 k_BT }d\u03bd"
Where
"v=c\/\\lambda"
ρ(ν) is the energy per unit of volume in the frequency interval ν to ν + dν of the blackbody spectrum of a cavity at temperature T
Comments
Leave a comment