1998Notes on numerical fluid mechanicsRequires access

Application of an Unstructured Grid Flow Solver to Compressible Turbulent Flows

L. Stolcis, Lars Davidson

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Abstract

A numerical method for the prediction of turbulent compressible flows around complex configurations, which has been previously developed and validated [1], [2], has been employed for the computation of turbulent compressible flows of aeronautical interest. In order to allow a proper description of complex flow features, such as those resulting from shock-wave/boundary layer interactions, advanced turbulence models have been employed. Eddy-viscosity two-equation models as well as second-moment closure turbulence models have been adopted for this purpose. The results obtained for transonic flows around two-dimensional airfoils show that the usage of more sophisticated turbulence models such as the ’basic’ Reynolds stress model can enhance the prediction capabilities.

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What this paper is about

A numerical method for the prediction of turbulent compressible flows around complex configurations, which has been previously developed and validated [1], [2], has been employed for the computation of turbulent compressible flows of aeronautical interest. In order to allow a proper description of complex flow features, such as those resulting from shock-wave/boundary layer interactions, advanced turbulence models have been employed. Eddy-viscosity two-equation models as well as second-moment closure turbulence models have been adopted for this purpose. The results obtained for transonic flows around two-dimensional airfoils show that the usage of more sophisticated turbulence models such as the ’basic’ Reynolds stress model can enhance the prediction capabilities.

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Available abstract

A numerical method for the prediction of turbulent compressible flows around complex configurations, which has been previously developed and validated [1], [2], has been employed for the computation of turbulent compressible flows of aeronautical interest. In order to allow a proper description of complex flow features, such as those resulting from shock-wave/boundary layer interactions, advanced turbulence models have been employed. Eddy-viscosity two-equation models as well as second-moment closure turbulence models have been adopted for this purpose. The results obtained for transonic flows around two-dimensional airfoils show that the usage of more sophisticated turbulence models such as the ’basic’ Reynolds stress model can enhance the prediction capabilities.

Key concepts: Turbulence, Turbulence modeling, K-omega turbulence model, K-epsilon turbulence model, Reynolds stress, Mechanics, Boundary layer, Reynolds stress equation model

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