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A NEW HIGH ORDER SCHEME FOR CONVECTION EQUATION AND ITS APPLICATION 被引量:10

A NEW HIGH ORDER SCHEME FOR CONVECTION EQUATION AND ITS APPLICATION
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摘要 With the undetermined coefficient method, a new high order scheme for convection equation named as HAUC was worke d out. The accuracy of the new scheme was analyzed by comparing the computed res ults with the exact solutions of 1-D pure convection equation and nonlinear con vection equation. The effectiveness of the HAUC was also examined by comparing w ith the results obtained by other schemes. Finally, it was applied to simulate 1 -D dam break flow with differenct ratios of initial upstream water depth to do wnstream one. The results show that the scheme has the ability to simulate both undular bores and moving hydraulic jumps. With the undetermined coefficient method, a new high order scheme for convection equation named as HAUC was worke d out. The accuracy of the new scheme was analyzed by comparing the computed res ults with the exact solutions of 1-D pure convection equation and nonlinear con vection equation. The effectiveness of the HAUC was also examined by comparing w ith the results obtained by other schemes. Finally, it was applied to simulate 1 -D dam break flow with differenct ratios of initial upstream water depth to do wnstream one. The results show that the scheme has the ability to simulate both undular bores and moving hydraulic jumps.
出处 《Journal of Hydrodynamics》 SCIE EI CSCD 2002年第1期81-86,共6页 水动力学研究与进展B辑(英文版)
关键词 higher order scheme undetermined co efficient method dam break flow undular bore moving hydraulic jump higher order scheme, undetermined co efficient method, dam break flow, undular bore, moving hydraulic jump
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  • 1Iwasa Y.1955: Analytical Considerations on Cnoidal and Solitary Waves[].Memoirs of Faculty of Engineering Kyoto University.
  • 2Harten A.1983: High Resolution Scheme for Hyperbolic Conservation Law, J[].Journal of Computational Physics.

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