A Cartesian, cell-based approach for adaptively-refined solutions of the Euler and Navier-Stokes equations

Author:

Coirier William,Powell Kenneth

Publisher

American Institute of Aeronautics and Astronautics

Reference4 articles.

1. AGARD Subcommittee C. Test Cases for InviscidFlow Field Methods.AGARDAdvisory Report 211, 1986. B.F. Armaly,F.Durst, J.C.F. Pereira. and B. Schonung. Experimental and Theoretical Investigation of Backward-Facing Step Flow. Journal ofFluidMechanics, 127473496, 1983. T.J. Bath and P.0.Frederickson.HigherOrder Solution of the EulerEquationson Unstructured Grids Using Quadratic Reconstruction. AIAA Paper 90-0013. 1990. T.J. Barth and D.C. Jespersen. The Design and ApplicationofUpwindSchemeson Unstructured Meshes.AIAAPaper 89-0366,1989. S.A. Bayyuk, K.G. Powell, and B.van Leer. An Algorithm For the Simulation of 2-D Unsteady Inviscid Flows Around Arbitrarily Moving and DeformingBodiesof ArbitraryGeometry.AIAA 11th ComputationalFluid DynamicsConference Proceedings, 1993.M. J. Berger and P. Colella. Local Adaptive Mesh Refinement for Shock Hydrodynamics. Technical Report UCRL-97196, Lawrence LivermoreNationalLaboratory,1987. M.J. Berger. Adaptive mesh refinement for hyperbolicpartial differential equations. Journal ofCompurationa 1Physics.53:484-512. 1984. M.J. Berger and R.J. LeVeque. An Adaptive Cartesian Mesh Algorithm for the Euler Equations in Arbitray Geometries.AIAA Paper 89-1930-CP. 1989. M.J. Berger and R.J. LeVeque. A Rotated Difference Scheme for Cartesian Grids in Complex Geometries. Computing Systems in Engineering, 1:305-31 I. 1990.

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