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Formal solution of ill-posedness initial-boundary value problem for Euler equations of compressible adiabatic inviscid fluid flow

Formal solution of ill-posedness initial-boundary value problem for Euler equations of compressible adiabatic inviscid fluid flow
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摘要 It is proved that the ill-posed initial value problem of the Euler equations for compressible adiabatic inviscid fluid flow can be only formally solved. The necessary and sufficient conditions for existence of formal solution of some representative ill-posedness initial-boundary value problem are presented. Finally, an example is also given. It is proved that the ill-posed initial value problem of the Euler equations for compressible adiabatic inviscid fluid flow can be only formally solved. The necessary and sufficient conditions for existence of formal solution of some representative ill-posedness initial-boundary value problem are presented. Finally, an example is also given.
作者 王曰朋 沈春
出处 《Journal of Shanghai University(English Edition)》 CAS 2008年第1期35-38,共4页 上海大学学报(英文版)
基金 Project supported by the National Natural Science Foundation of China (Major Program of the Tenth Five-Year Plan) (Grant No,90411006)
关键词 Euler equations stratification theory formal solution Euler equations, stratification theory, formal solution
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