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Matteo Cantiello edited Gradients.tex
over 9 years ago
Commit id: 2ea8a8d5c0bbfecdcb734147179bc2057d7a5b85
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F_{r} = -\frac{4ac}{3}\frac{T^3}{\kappa \rho}\frac{\D \ln T}{\D \ln \P} = \frac{4ac}{3}\frac{T^4}{\kappa \rho}\frac{\nabla}{\hp}.
\end{equation}
Finally the fictitious (but computable) radiative gradient can be defined as the gradient of temperature required by radiation to carry the total stellar flux:
\begin{equation} \begin{equation}\label{eq:totalflux}
F = F_{c} + F_{r} \equiv \frac{4ac}{3}\frac{T^4}{\kappa \rho}\frac{\nabla_r}{\hp}.
\end{equation}