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Prediction of complex aerodynamic flows with explicit algebraic stress models
Author(s) -
Ridha Abid,
Joseph Morrison,
Thomas B. Gatski,
Charles G. Speziale
Publication year - 1996
Publication title -
38th aerospace sciences meeting and exhibit
Language(s) - English
Resource type - Conference proceedings
DOI - 10.2514/6.1996-565
Subject(s) - conservative vector field , aerodynamics , non equilibrium thermodynamics , algebraic number , flow (mathematics) , turbulence , mathematics , algebraic equation , stress (linguistics) , mathematical analysis , mechanics , physics , compressibility , thermodynamics , nonlinear system , linguistics , philosophy , quantum mechanics
An explicit algebraic stress equation, developed by Gatski and Speziale, is used in the framework of K-epsilon formulation to predict complex aerodynamic turbulent flows. The nonequilibrium effects are modeled through coefficients that depend nonlinearly on both rotational and irrotational strains. The proposed model was implemented in the ISAAC Navier-Stokes code. Comparisons with the experimental data are presented which clearly demonstrate that explicit algebraic stress models can predict the correct response to nonequilibrium flow.

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