- #1
Raptor112
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Homework Statement
For my project I need to compute the average the number of photons given by the expression:
##\bar{n}= \frac{e^{-\bar{h}\omega/\kappa T}}{1-e^{-\bar{h} \omega / \kappa T}}##
where ##\kappa## is the Boltzmann constant and ##\omega## is the oscillator frequency. For the Hamiltonian in my project simulation, ##\bar{h} =1## so how would ##\bar{n}## be expressed?
Homework Equations
Is it as simple as ##\bar{h} =1## in the expression of ##\bar{n}## so:
##\bar{n}= \frac{e^{-\omega/\kappa T}}{1-e^{\omega / \kappa T}}##
but then doesn't the argument of the exponential has dimensions, as opposed to being dimensionless which is what it's supposed to be?