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LTS in Shallow Flows with RCM and Multi-wave Approximation
XU Renyi, ZHONG Deyu, WU Baosheng
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2013, 30 (5): 649-658.  
Abstract291)      PDF (2442KB)(1091)      
Exact Riemann solver and wave propagation method are combined to achieve large time-step scheme (LTS) in shallow water flow. Multi-wave approximation is adapted to solve discontinuity of rarefaction, and a random choice method (RCM) is used to eliminate oscillation in nonlinear hyperbolic systems. Efficiency is increased in LTS scheme with multi-wave approximation and random choice method as large Courant-Fridrichs-Lewy (CFL) number is imposed.
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