Mathematics – Analysis of PDEs
Scientific paper
2012-04-02
Mathematics
Analysis of PDEs
35 pages
Scientific paper
We study the structure of shock-free solutions of the compressible Euler
equations with large data. We describe conditions under which the
Rarefactive/Compressive character of solutions changes, and conditions under
which the vacuum is formed asymptotically. We present several new examples of
shock-free solutions, which demonstrate a large variety of behaviors.
Chen Geng
Young Robin
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