A generalized hyperbolic marching technique for three-dimensional supersonic flow with shocks

Author:

Rizzi Arthur W.,Klavins Andrew,MacCormack Robert W.

Publisher

Springer-Verlag

Reference9 articles.

1. Babenko, K. I., Voskresenskii, G. P., Lyubimov, A. N., and Rusanov, V. V. Prostranstvennoye obtekaniye gladkikh tel ideal'nym gazom. Nauka, Moscow (1964), Engl. Trans. Three-Dimensional Flow of Ideal Gas Past Smooth Bodies. NASA TT F-380 (1966).

2. Chushkin, P. I. Numerical Method of Characteristics for Three-Dimensional Supersonic Flows, in Progress in Aeronautical Sciences (ed. D. Küchemann), vol. 9, Pergamon Press, Oxford (1968).

3. Kutler, P., Reinhardt, W. A., and Warming, R. F. Multishocked, Three-Dimensional Supersonic Flowfields with Real Gas Effects. AIAA J., vol. 11, no. 5, 657–664 (1973).

4. MacCormack, R. W., and Paullay, A. J. Computational Efficiency Achieved by Time Splitting of Finite-Difference Operators. AIAA Paper No. 72–154 (1972).

5. Marconi, F., and Salas, M. Computation of Three-Dimensional Flows About Aircraft Configurations. Computers & Fluids, vol. 1, 185–195 (1973).

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1. Comparison of inviscid flow computations with flight data for the Shuttle orbiter;Journal of Spacecraft and Rockets;1985-05

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3. Applications;The Illiac IV;1982

4. Finite-volume solution of the euler equations for steady three-dimensional transonic flow;Proceedings of the Fifth International Conference on Numerical Methods in Fluid Dynamics June 28 – July 2, 1976 Twente University, Enschede;1979

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