1995•Transactions of the American Nuclear SocietyRequires access

Deep bundle turbulence prediction using the large-eddy simulation method with a dynamic subgrid scale model

Hagop R. Barsamian, Yassin A. Hassan

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Abstract

The objective of the following investigation is the application of the dynamic subgrid scale (DSGS) closure model using the large eddy simulation (LES) turbulence prediction method in a complex flow simulation, and the comparison of this to LES results obtained using Smagorinsky`s subgrid scale (SGS) eddy viscosity model and available experimental data. In LES, large flow structures are computed, whereas small scales are modeled. The accuracy of LES cases largely depends on the accuracy of the subgrid scale model used in the simulation. To overcome the specification of a model constant (as in Smagorinsky`s eddy viscosity model), dynamic models have evolved.

About this research paper

What this paper is about

The objective of the following investigation is the application of the dynamic subgrid scale (DSGS) closure model using the large eddy simulation (LES) turbulence prediction method in a complex flow simulation, and the comparison of this to LES results obtained using Smagorinsky`s subgrid scale (SGS) eddy viscosity model and available experimental data. In LES, large flow structures are computed, whereas small scales are modeled. The accuracy of LES cases largely depends on the accuracy of the subgrid scale model used in the simulation. To overcome the specification of a model constant (as in Smagorinsky`s eddy viscosity model), dynamic models have evolved.

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Available abstract

The objective of the following investigation is the application of the dynamic subgrid scale (DSGS) closure model using the large eddy simulation (LES) turbulence prediction method in a complex flow simulation, and the comparison of this to LES results obtained using Smagorinsky`s subgrid scale (SGS) eddy viscosity model and available experimental data. In LES, large flow structures are computed, whereas small scales are modeled. The accuracy of LES cases largely depends on the accuracy of the subgrid scale model used in the simulation. To overcome the specification of a model constant (as in Smagorinsky`s eddy viscosity model), dynamic models have evolved.

Key concepts: Large eddy simulation, Turbulence, Turbulence modeling, Scale model, Scale (ratio), Closure (psychology), Detached eddy simulation, Mechanics

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