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ON THE WELL POSEDNESS OF INITIAL VALUE PROBLEM FOR EULER EQUATIONS OF INCOMPRESSIBLE INVISCID FLUID (Ⅰ)

机译:不可压缩无形流体的EULER方程初值问题的适定性(Ⅰ)

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摘要

The ill posed initial value problem of the Euler equations and the formalsolvability of ill posed problem based on stratification theory are discussed. For some illposed initial value problens , the existence conditions of formal solutions and the methods ofhow to cons truct a formal solution are given. Finally, an example is given to discuss the illposedness of the initial value problem on hyper plane { t = 0 } in R4, and explain that theproblem has more than one solution.
机译:讨论了欧拉方程的不适定初始值问题和基于分层理论的不适定问题的形式可解性。针对一些不适的初始值问题,给出了形式解的存在条件以及构造形式解的方法。最后,给出一个例子讨论R4中超平面{t = 0}上的初值问题的不适性,并说明该问题有多个解决方案。

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