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| Texts: | (1) | - Turbulence Modeling for CFD, 3rd ed. (Wilcox, 2006) |
| (2) | - Turbulent Flows (Pope, 2000) | |
| (3) | - LES of Turb. Incomp. Flows (John, 2004) | |
| References: | (4) | - Analysis of Turbulent BLs (Cebeci & Smith, 1974) |
| (5) | - Fluid Dynamics Handbook (Baker, 1998, Ch. 28) | |
| (6) | - The Computational Fluid-Thermal Sciences (Baker, 2009) | |
| (7) | - The Computational Fluid Mechanics and Heat Transfer (Anderson, Tannehill and Pletcher, 1999) | |
| (8) | - Analytical SFS tensor/vector closure for rational LES thermal Navier-Stokes (Baker, Grubert and Orzechowski, 2009) |
COURSEWARE CONTENT
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TFD.
TURBULENT FLUID DYNAMICS:
introduction, the physics of turbulence |
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CFD. COMPUTATIONAL FLUID DYNAMICS:
an advanced topics CFD tutorial |
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| Access to the following courseware requires course registration | |
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CST. COMPUTATIONAL SPECTRAL THEORY:
CFD algorithm spectral analysis tutorial |
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PNS. STEADY PARABOLIC NAVIER-STOKES:
steady turbulent incompressible unidirectional flow |
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PPNS. UNSTEADY PRESSURE PROJECTION NAVIER-STOKES:
time-accurate unsteady incompressible RANS CFD formulation |
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TFC.
TURBULENCE FARFIELD CHARACTERISTIC:
MLT similarity solutions and issues for farfield unidirectional flows |
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RaNS.
TIME-AVERAGED NS + PDE CLOSURE:
single- and two-equation closure models, nearfield/farfield characterization |
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CNS.
COMPRESSIBLE NAVIER_STOKES:
Favre-averaged CNS, PDE closure issues, law of the wall |
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ASM.
ADVANCED REYNOLDS STRESS CLOSURE:
linear, non-linear, algebraic and PDE transport Ret closure models |
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BRaNS.
BEYOND REYNOLDS AVERAGED NAVIER STOKES:
DNS, space filtering, LES, BCs, DES |
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MMFD.
MATHEMATICS & MECHANICS OF FLUID DYNAMICS:
the statistical description of turbulence, random processes, fields |
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LES.
LARGE EDDY SIMULATION:
space-filtered NS, convolution, tensor resolution, spectral descriptions, closure models |
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CLES.
COMPUTATIONAL ISSUES WITH LES:
formulation, error mechanisms, theory approximations, algorithms |
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CFDLES.
WEAK FORM CFD ALGORITHM FOR LARGE EDDY SIMULATION:
Galerkin weak statement for rational LES modified Lm(q), L(qA) systems |
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SUM.
SUMMARY:
course summary |