Abstract
4 Murman, E. M. and Krupp, J. A., Solution of the Transonic Potential Equation Using a Mixed Finite Difference System, Lecture Notes in Physics, Vol. 8, Springer-Verlag, Berlin, 1971, pp. 199-206. 5 Krupp, J. A., Numerical Calculation of Plane Steady Transonic Flow Past Thin Lifting Airfoils, Ph.D. thesis, June 1971, Univ. of Washington, Seattle, Wash. 6 Murman, E. M. Analysis of Embedded Shock Waves Calculated by Relaxation Methods. Proceedings of the AIAA Computational Fluid Dynamics Conference, Palm Springs, Calif., July 1973, pp. 27-40. 7 Garabedian, P. G. and Korn, D. G., Analysis of Transonic Airfoils, Communications of Pure and Applied Mathematics, Vol. XXIV, 1971, pp. 841-851. 8 Murman, E. M., A Relaxation Method for Calculating Transonic Flows with Detached Bow Shocks, Lecture Notes in Physics, Vol. 19, Springer-Verlag, Berlin, 1973, pp. 201-205. 9 Magnus, R. M., Direct Comparison of the Relaxation Method and the Pseudo-Unsteady Finite Difference Method for Calculating Steady Planar Transonic TN-73-SP03, 1973, General Dynamics, Convair Aerospace Division, San Diego, Calif. 10 Guderly, K. G., The Theory of Transonic Flow, Pergamon Press, New York, 1962. 11 Knechtel, E. D., Experimental Investigation at Transonic Speeds of Pressure Distributions Over Wedge and Circular-Arc Airfoil Sections and Evaluations of Perforated-Wall Interference, TN D-15, 1959, NASA. 12 Grossman, R. and Moretti, G., Time Dependent of Transonic Flows, AIAA Paper 70-1322, Houston, Texas, 1970. 13 Krupp, J. A. and Murman, E. M., Computation of Transonic Flows Past Lifting Airfoils and Slender Bodies, AIAA Journal, Vol. 10, No. 7, July 1972, pp. 880-886.
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