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2D NONCONSERVATIVE DIFFERENCE SCHEME FOR CALCULATING MULTI COMPONENT FLUID DYNAMICS
Dong Suqin, Li Deyuan, Shui Hongshou, Feng Xiaosi
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    1997, 14 (3): 274-282.  
Abstract212)      PDF (551KB)(1058)      
To calculate multi component fluid dynamics,a nonconservative difference scheme in Lagrangian coordinate is given with some results showing the effect of this scheme.
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HIGH RESOLUTION SCHEME FOR MULTI-COMPONENT FLUID DYNAMICS
Li Deyuan, Shui Hongshou, Dong Suqin, Feng Xiaosi
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    1996, 13 (1): 57-64.  
Abstract247)      PDF (436KB)(1049)      
Harten's TVD scheme (1983) is sucessfully applied to the 1-D Lagrangian fluid dynamic equations,where not all the physical variables are discretized on the same point.A high resolution non-conservative scheme for multi-material system is given.Numerical experiments are presented to demonstrate the performance of these schemes.
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