What is the effective to compute full NS equation

June 3, 2000, 21:15

I am seeking effective methods to solve viscous compressible NS equation, any comments is welcome.

June 3, 2000, 23:07

(1). There are cfd books on various numerical methods to solve Navier-Stokes equations. (2). You can visit the books online section in the Resources of this Forum. If you are interested in commercial cfd codes, it is a good idea to visit the vendor's web sites.

June 4, 2000, 23:56

Try Finite-Volume based approach.

You can use upwind schemes for inviscid terms and central-difference approach for viscous terms.

For viscous computations Roe and Osher's flux-difference splitting schemes are recommended.

Assuming that you are using structured grid, you can obtain higher-order accuracy using MUSCL formulation.

For more details you can refer to the following:

The Journal of Computational Physics, Computers & Fluids, AIAA Journal, VKI-Lecture series and AIAA Papers.

Jawahar

June 3, 2000, 21:15	What is the effective to compute full NS equation	#1
zhanglei Guest Posts: n/a	I am seeking effective methods to solve viscous compressible NS equation, any comments is welcome.

June 3, 2000, 23:07	Re: What is the effective to compute full NS equation	#2
John C. Chien Guest Posts: n/a	(1). There are cfd books on various numerical methods to solve Navier-Stokes equations. (2). You can visit the books online section in the Resources of this Forum. If you are interested in commercial cfd codes, it is a good idea to visit the vendor's web sites.

June 4, 2000, 23:56	Re: What is the effective to compute full NS equation	#3
Jawahar Guest Posts: n/a	Try Finite-Volume based approach. You can use upwind schemes for inviscid terms and central-difference approach for viscous terms. For viscous computations Roe and Osher's flux-difference splitting schemes are recommended. Assuming that you are using structured grid, you can obtain higher-order accuracy using MUSCL formulation. For more details you can refer to the following: The Journal of Computational Physics, Computers & Fluids, AIAA Journal, VKI-Lecture series and AIAA Papers. Jawahar

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