Abstract

2 Stuiver, W., Graphical Method for Analysis of Matched Pulses, AIAA Journal, Vol. 6, No. 4, April 1968, pp. 762-764. 3 Stuiver, W., On the Concept of Matched Pulses for TwoLayer Laminates, AIAA/ASME 8th Structures, Structural Dynamics and Materials Conference, New York, 1967. 4 Samuelsen, G. S., Stuiver, W., and Abrahamson, G. R., Critical Load Curves for Rebound Cracking, Final Rept., Contract AF 29(601 )-6828, March 1967, Stanford Research Inst., Menlo Park, Calif. 5 von Neumann, J. and Richtmyer, R. D., A Method for the Numerical of Hydrodynamic Shocks, Journal of Applied Physics, Vol. 21, March 1950, pp. 232-237. 6 White, M. P. and Griffis, L., Propagation of Plasticity in Uniaxial Compression, Journal of Applied Mechanics, Vol. 70, 1948, pp. 256-260. 7 Woods, D. S., On Longitudinal Plane Waves of ElasticPlastic Strain in Solids, Journal of Applied Mechanics, Vol. 19, Dec. 1952, pp. 521-525. 8 Morland, L. W., Propagation of Plane Irrotational Waves Through an Elastoplastic Medium, Philosophical Transactions of The Royal Society (London), Vol. 251, June 1959, pp 341-383. 9 Erkman, J. O., Artificial Viscosity Code for One-Dimensional Shock Waves, in Duvall, G. E. and Alverson, R. C., Research in Support of Vela-Uniform, Semiannual Technical Summary Rept. 4, Contract AF 49(638)-1086, July 1963, Stanford Research Inst., Menlo Park, Calif., pp. 1-7. 10 Wilkins, M. L., Calculations of Elastic-Plastic Flow, Methods in Computational Physics, Vol. 3, Fundamental Methods in Hydrodynamics, Academic Press, New York, 1964, pp. 211-262.

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