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Open Source CFD @ Budapest University of Technology and Economics 1 Open Source Computational Fluid Dynamics An MSc course to gain extended knowledge in Computational Fluid Dynamics (CFD) using open source software. Zoltán Hernádi Department of Fluid Mechanics Budapest University of Technology and Economics

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Page 1: Open Source Computational Fluid Dynamicshernadi/OpenFOAM/_downloads/slides_05.pdf · Open Source CFD @ Budapest University of Technology and Economics 1 Open Source Computational

Open Source CFD @ Budapest University of Technology and Economics 1

Open Source Computational Fluid Dynamics

An MSc course to gain extended knowledge in Computational Fluid Dynamics (CFD) using open source software.

Zoltán Hernádi

Department of Fluid Mechanics

Budapest University of Technology and Economics

Page 2: Open Source Computational Fluid Dynamicshernadi/OpenFOAM/_downloads/slides_05.pdf · Open Source CFD @ Budapest University of Technology and Economics 1 Open Source Computational

Open Source CFD @ Budapest University of Technology and Economics 2

Turbulent flows

Page 3: Open Source Computational Fluid Dynamicshernadi/OpenFOAM/_downloads/slides_05.pdf · Open Source CFD @ Budapest University of Technology and Economics 1 Open Source Computational

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Turbulence modeling

Page 4: Open Source Computational Fluid Dynamicshernadi/OpenFOAM/_downloads/slides_05.pdf · Open Source CFD @ Budapest University of Technology and Economics 1 Open Source Computational

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Some of the RAS turbulence models

Page 5: Open Source Computational Fluid Dynamicshernadi/OpenFOAM/_downloads/slides_05.pdf · Open Source CFD @ Budapest University of Technology and Economics 1 Open Source Computational

Open Source CFD @ Budapest University of Technology and Economics 5

Some of the LES turbulence models

Page 6: Open Source Computational Fluid Dynamicshernadi/OpenFOAM/_downloads/slides_05.pdf · Open Source CFD @ Budapest University of Technology and Economics 1 Open Source Computational

Open Source CFD @ Budapest University of Technology and Economics 6

Wall functions for RAS turbulence

Standard wall functions: y+ < 5 or 30 < y+ < 300.

→UserGuide 7.2.2

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Compressible flows

• Incompressible model: ρ = constant → kinematic equations, e.g. Pa → m2/s2

• Compressible model: ρ is based on equationOfState, e.g. perfectGas: ρ = p/RT

• Constant temperature air:

– If Δρ/ρ = 0.05 → Δp/p = 0.05 → Δp = 5000 Pa

– 5000 Pa dynamic pressure → 92 m/s air speed

– If Ma < 0.27, then incompressible model for air is 5% accurate!

• Historically: pEqn for incompressible, rhoEqn for compressible.

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Example: supersonic forward facing step