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classical_density_of_states [2016/03/09 12:49]
nikolaj
classical_density_of_states [2016/03/09 16:34] (current)
nikolaj
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 $D(E) = \dfrac{c_n}{c_k^r}\dfrac{\mathrm d}{{\mathrm d}E}(E-E_0)^r=r\,​\dfrac{c_n}{c_k^r}(E-E_0)^{r-1}$,​ where $r:​=\tfrac{n}{p}$. $D(E) = \dfrac{c_n}{c_k^r}\dfrac{\mathrm d}{{\mathrm d}E}(E-E_0)^r=r\,​\dfrac{c_n}{c_k^r}(E-E_0)^{r-1}$,​ where $r:​=\tfrac{n}{p}$.
 +
 +=== References ===
 +Wikipedia:
 +[[https://​en.wikipedia.org/​wiki/​Density_of_states | Density of states]]
  
 ----- -----
 === Context === === Context ===
 [[Classical confined phase volume]] [[Classical confined phase volume]]
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