- #1
TheBigDig
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- TL;DR Summary
- Unable to find graph of alternate formulation of Planck's Law
I've come across this alternative formulation of Planck's Law which links the number density to energy gap
[tex]n(E) = \frac{2\pi}{c^2 h^3} \frac{E^2}{exp\big(\frac{E-\mu}{k_BT})-1}[/tex]
I've tried visualising this relation and I imagine it will look similar to the spectral density relation but I'm just wondering if anyone has ever come across a graph of this.
[tex]n(E) = \frac{2\pi}{c^2 h^3} \frac{E^2}{exp\big(\frac{E-\mu}{k_BT})-1}[/tex]
I've tried visualising this relation and I imagine it will look similar to the spectral density relation but I'm just wondering if anyone has ever come across a graph of this.