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Gibbs Free Energy #397

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Yurlungur opened this issue Jul 24, 2024 · 1 comment · Fixed by #416
Closed

Gibbs Free Energy #397

Yurlungur opened this issue Jul 24, 2024 · 1 comment · Fixed by #416

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@Yurlungur
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Given we have an entropy call, it seems relatively trivial now to add a Gibbs free energy call to the EOS base class that automatically converts between potentials.

$$G(\rho, T) = \varepsilon(\rho, T) + \frac{P(\rho, T)}{\rho} - T S(\rho, T)$$

@jhp-lanl
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That's fine with me. We can also think about the density-energy call too:

$$G(\rho, \epsilon) = \epsilon + \frac{P(\rho, \epsilon)}{\rho} - T(\rho, \epsilon) S(\rho, \epsilon)$$

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2 participants