2015
DOI: 10.1002/2015ms000496
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Large‐eddy simulation in an anelastic framework with closed water and entropy balances

Abstract: A large-eddy simulation (LES) framework is developed for simulating the dynamics of clouds and boundary layers with closed water and entropy balances. The framework is based on the anelastic equations in a formulation that remains accurate for deep convection. As prognostic variables, it uses total water and entropy, which are conserved in adiabatic and reversible processes, including reversible phase changes of water. This has numerical advantages for modeling clouds, in which reversible phase changes of wate… Show more

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Cited by 57 publications
(127 citation statements)
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“…The simulations described in this study are performed using PyCLES, a recently developed Python‐based LES code described in detail in Pressel et al . []. PyCLES solves an energetically consistent form of the anelastic equations of motion using total water specific humidity q t and moist specific entropy s as prognostic thermodynamic variables [ Pauluis , ].…”
Section: Methods and Simulationsmentioning
confidence: 99%
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“…The simulations described in this study are performed using PyCLES, a recently developed Python‐based LES code described in detail in Pressel et al . []. PyCLES solves an energetically consistent form of the anelastic equations of motion using total water specific humidity q t and moist specific entropy s as prognostic thermodynamic variables [ Pauluis , ].…”
Section: Methods and Simulationsmentioning
confidence: 99%
“…The transport schemes used in this study are implemented almost exactly as described in Pressel et al . [], with one exception. The staggered arrangement of variables on an Arakawa C‐grid [ Arakawa and Lamb , ] requires an additional interpolation of the flux velocity in the momentum transport schemes.…”
Section: Methods and Simulationsmentioning
confidence: 99%
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“…The discrepancy between the implicit LES with high‐order WENO schemes and the Siebesma et al () model intercomparison ensemble in Figure a arises because the combined numerical and SGS model dissipation is weaker with implicit LES than with the explicit SGS schemes used in the intercomparison ensemble (Pressel et al, ). We have verified that ql simulated by PyCLES can be brought within the intercomparison range by including a Smagorinsky SGS closure (Pressel et al, ).…”
Section: Single‐column Testsmentioning
confidence: 99%