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- W2099061010 abstract "The moist-air entropy is defined in Marquet (QJRMS 2011, arXiv:1401.1097) by $boxed{s = s_{ref} + c_{pd} : ln(theta_{s})}$ in terms of two constant values ($s_{ref}$, $c_{pd}$) and a potential entropy temperature denoted by $theta_s$. It is shown in Marquet (2011) that a quantity denoted by $({theta}_{s})_1$ plays the role of a leading order approximation of ${theta}_{s}$. The aim of this note is to demonstrate in a more rigorous way that $({theta}_{s})_1$ is indeed the leading order approximation of ${theta}_{s}$, and to derive a second order approximation which may be used in computations of values, gradients or turbulent fluxes of moist-air entropy. Some impacts of this second order approximation are described in this brief version of a note to be submitted to the QJRMS." @default.
- W2099061010 created "2016-06-24" @default.
- W2099061010 creator A5042851333 @default.
- W2099061010 date "2015-03-08" @default.
- W2099061010 modified "2023-09-27" @default.
- W2099061010 title "An improved approximation for the moist-air entropy potential temperature $theta_s$" @default.
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