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A GODUNOV-TYPE DIFFERENCE METHOD WITH HIGH RESOLU TIONFOR 2-DIMENSIONAL UNSTEADY MULTI-MATERIAL FLOW

Li Yinfan, Yu Tong

CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1996, 13 (1): 43-49.

Abstract （197）

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A Godunov-Type difference method with high resolution on non-uniform rectangle mesh for 2-dimensional Unsteady Multi-material flow is described.A Simple method for representing interfaces is also introduced.Results of several numerical examples are presented and have displayed the efficiency of this method.

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A LAGRANGIAN ARBITRARY TRIANGULAR MESH FINITE VOLUME METHOD FOR NUMERICAL SIMULATING 2-DIMENSIONAL HIGH VELOCITY IMPACT PROBLEM

Li Yinfan, Liang Zhenxuan, Tan Qingming

CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1995, 12 (4): 433-441.

Abstract （245）

PDF （564KB）（764）

In this paper, a lagrangian arbitrary triangular mesh finite volume method for numerical simulating 2-dimensional high velocity impact problem is described. The elasticity and plasticity of material are considered. Some computational results of several impact examples are shown.

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