2013
DOI: 10.1007/s10546-013-9893-z
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Modelling of the Evolving Stable Boundary Layer

Abstract: A single-column model of the evolving stable boundary layer (SBL) is tested for self-similar properties of the flow and effects of ambient forcing. The turbulence closure of the model is diagnostic, based on the K-theory approach, with a semi-empirical form of the mixing length, and empirical stability functions of the Richardson number. The model results, expressed in terms of local similarity scales, are universal functions, satisfied in the entire SBL. Based on similarity expression, a realizability conditi… Show more

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Cited by 6 publications
(1 citation statement)
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“…where Ri is the gradient Richardson number, U is the horizontal wind vector, and l is the mixing-length scale. The latter is prescribed using the Blackadar formula (Blackadar 1962) with the maximum asymptotic value l max 5 40 m. It is realized that there exist more physically adequate formulations that were proposed for l and l max (e.g., Delage 1974;Therry and Lacarrère 1983;Van de Wiel et al 2008;Sorbjan 2014). Although simulation results are sensitive to the choice of a closure for l max , this has a minor impact on the main conclusions of the study.…”
Section: Single-column Numerical Modelmentioning
confidence: 99%
“…where Ri is the gradient Richardson number, U is the horizontal wind vector, and l is the mixing-length scale. The latter is prescribed using the Blackadar formula (Blackadar 1962) with the maximum asymptotic value l max 5 40 m. It is realized that there exist more physically adequate formulations that were proposed for l and l max (e.g., Delage 1974;Therry and Lacarrère 1983;Van de Wiel et al 2008;Sorbjan 2014). Although simulation results are sensitive to the choice of a closure for l max , this has a minor impact on the main conclusions of the study.…”
Section: Single-column Numerical Modelmentioning
confidence: 99%