Changes between Version 10 and Version 11 of doc/tec/sgs
- Timestamp:
- Nov 20, 2018 10:02:36 AM (6 years ago)
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doc/tec/sgs
v10 v11 1 = Turbulence closure = 1 = Subgrid-scale Model = 2 3 One of the main challenges in LES modeling is the turbulence closure. The filtering process yields four SGS covariance terms (see the first five equations Sect. [wiki:doc/tec/gov governing equations]) that cannot be explicitly calculated. In PALM, two different subgrid-scale models are available to parameterize the SGS terms: 4 * [#deardorff_sgs Deardorff subgrid-scale model] 5 * [#dynamic_sgs Dynamic subgrid-scale model] 6 which are described below. 7 8 Selecting one of the available SGS models is done via the namelist parameter [/wiki/doc/app/inipar#turbulence_closure turbulence_closure]. 9 2 10 3 11 == Deardorff subgrid-scale model == 4 12 5 One of the main challenges in LES modeling is the turbulence closure. The filtering process yields four SGS covariance terms (see the first five equations Sect. [wiki:doc/tec/gov governing equations]) that cannot be explicitly calculated. In PALM, these SGS terms are parametrized using a 1.5-order closure after [#deardorff Deardorff (1980)]. PALM uses the modified version of [#moeng Moeng and Wyngaard (1988)] and [#saiki Saiki et al. (2000)]. The closure is based on the assumption that the energy transport by SGS eddies is proportional to the local gradients of the mean quantities and reads13 In PALM, the default SGS model uses a 1.5-order closure according to [#deardorff Deardorff (1980)]. PALM applies the modified version of [#moeng Moeng and Wyngaard (1988)] and [#saiki Saiki et al. (2000)]. The closure is based on the assumption that the energy transport by SGS eddies is proportional to the local gradients of the mean quantities and reads 6 14 {{{ 7 15 #!Latex