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Stephen edited subsubsection_Kinetic_Fractionation_Factor_One__.tex
over 8 years ago
Commit id: 7690a6bc2bb3ae034e5b75109e65852d48d0ecc1
deletions | additions
diff --git a/subsubsection_Kinetic_Fractionation_Factor_One__.tex b/subsubsection_Kinetic_Fractionation_Factor_One__.tex
index 4590b7a..4f5cf2f 100644
--- a/subsubsection_Kinetic_Fractionation_Factor_One__.tex
+++ b/subsubsection_Kinetic_Fractionation_Factor_One__.tex
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\item \textbf{Canopy resistance}
The canopy resistance is determined by
\[r_c^c = \frac{D}{\overline{w^{\prime}\rho^{\prime}_v}} + r_t \bigg(\frac{\overline{w^{\prime}T^{\prime}_v}}{\overline{w^{\prime}\rho^{\prime}_v}} s - 1\bigg)\]
s = slope of saturation vapor pressure
e_s = $0.6108 e^{[\frac{17.27T}{T+237.3}]}$
\[s = \frac{4098 e_s}{(T+237.3)^2}\]
\end{enumerate}