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Summary of Easm Turbulence Models in Cfl3d with Validation Test Cases
| AUTHOR | Administration (Nasa), National Aeronaut |
| PUBLISHER | Createspace Independent Publishing Platform (06/11/2018) |
| PRODUCT TYPE | Paperback (Paperback) |
Description
This paper summarizes the Explicit Algebraic Stress Model in k-omega form (EASM-ko) and in k-epsilon form (EASM-ke) in the Reynolds-averaged Navier-Stokes code CFL3D. These models have been actively used over the last several years in CFL3D, and have undergone some minor modifications during that time. Details of the equations and method for coding the latest versions of the models are given, and numerous validation cases are presented. This paper serves as a validation archive for these models.Rumsey, Christopher L. and Gatski, Thomas B.Langley Research CenterK-EPSILON TURBULENCE MODEL; K-OMEGA TURBULENCE MODEL; COMPUTATIONAL FLUID DYNAMICS; TURBULENT FLOW; SEPARATED FLOW; PROGRAM VERIFICATION (COMPUTERS); CODING; COMPUTER PROGRAMMING; APPLICATIONS PROGRAMS (COMPUTERS); NAVIER-STOKES EQUATION
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ISBN-13:
9781721009985
ISBN-10:
1721009981
Binding:
Paperback or Softback (Trade Paperback (Us))
Content Language:
English
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Page Count:
48
Carton Quantity:
85
Product Dimensions:
8.50 x 0.10 x 11.00 inches
Weight:
0.30 pound(s)
Country of Origin:
US
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Reference | Research
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This paper summarizes the Explicit Algebraic Stress Model in k-omega form (EASM-ko) and in k-epsilon form (EASM-ke) in the Reynolds-averaged Navier-Stokes code CFL3D. These models have been actively used over the last several years in CFL3D, and have undergone some minor modifications during that time. Details of the equations and method for coding the latest versions of the models are given, and numerous validation cases are presented. This paper serves as a validation archive for these models.Rumsey, Christopher L. and Gatski, Thomas B.Langley Research CenterK-EPSILON TURBULENCE MODEL; K-OMEGA TURBULENCE MODEL; COMPUTATIONAL FLUID DYNAMICS; TURBULENT FLOW; SEPARATED FLOW; PROGRAM VERIFICATION (COMPUTERS); CODING; COMPUTER PROGRAMMING; APPLICATIONS PROGRAMS (COMPUTERS); NAVIER-STOKES EQUATION
Show More