Editing Gibbs-Duhem integration
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Latest revision | Your text | ||
Line 28: | Line 28: | ||
where | where | ||
* <math> \beta := 1/k_B T </math>, where <math> k_B </math> is the [[Boltzmann constant]] | * <math> \beta := 1/k_B T </math>, where <math> k_B </math> is the [[Boltzmann constant]] | ||
When a differential change of the conditions is performed one will have | When a differential change of the conditions is performed one will, have for any phase: | ||
: <math> d \left( \beta\mu \right) = \left[ \frac{ \partial (\beta \mu) }{\partial \beta} \right]_{\beta p,\lambda} d \beta + | : <math> d \left( \beta\mu \right) = \left[ \frac{ \partial (\beta \mu) }{\partial \beta} \right]_{\beta p,\lambda} d \beta + |