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On the approximate solution of synoptic flow equation with discontinuous boundary conditions

On the approximate solution of synoptic flow equation with discontinuous boundary conditions
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摘要 In the present paper we investigate existence and uniqueness generalized solution for initial boundary value problem of synoptic flow equation with discontinuous boundary conditions. We consider Rothe-Galerkin method for given problem and reduce numerical calculations. In the present paper we investigate existence and uniqueness generalized solution for initial boundary value problem of synoptic flow equation with discontinuous boundary conditions. We consider Rothe-Galerkin method for given problem and reduce numerical calculations.
出处 《Journal of Harbin Institute of Technology(New Series)》 EI CAS 2000年第S1期131-133,共3页 哈尔滨工业大学学报(英文版)
关键词 the initial BOUNDARY value problem the APPROXIMATE solution the Rothe-Galerkin method the initial boundary value problem the approximate solution the Rothe-Galerkin method
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