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A NUMERICAL GENERATING METHOD FOR GLOBAL HOMEOMORPHIC GRID FROM TOWEL-SHAPED REGION TO SQUARE COMPUTATIONAL REGION
WANG Ru-yun, FANG Guo-hong, ZHANG Dong-sheng, ZHANG Chang-kuan, ZHANG Jun-lun
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2001, 18 (5): 439-442.  
Abstract247)      PDF (158KB)(1104)      
The numerical generating method for global homeomorphic grid from multi-dimensional towel-shaped reality region to square computational region is investigated. The numerical iterative method for multi-dimensional equal-parameter transformation is given. Its error analysis and the sufficient condition of numerical grid without overlapping is pressented. Finally, an example about two-dimensional non-overlapping numerical grid generation for Qiantang Estuary is shown.
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ROE AVERAGE METHOD FOR NUMERICAL SIMULATING THE SHALLOW-WATER BORE
WANG Ru-yun
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2000, 17 (S1): 199-203.   DOI: 10.3969/j.issn.1001-246X.2000.01.033
Abstract314)      PDF (161KB)(1206)      
For the need of numerical simulating the shallow-water bore, the Roe average method about the coefficient matrix of shallow-water wave equations is presented. Several freezing methods are used to treat the one dimensional shallow water wave equation for numerical examining with a dam breaking problem, numerical results show the superiority of the Roe average method in simulating the bore.
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