Abstract
We study a free boundary value problem of the Euler system arising in the inviscid steady supersonic flow past a symmetric curved cone. The existence and stability of piesewise smooth weak entropy solutions was established, provided the cone is a small perturbation of its tangential cone with a vertex angle less than a given value determined by the parameters of the coming flow. Since the change of the entropy of the flow is also considered, the result in this paper gives a more precise description than previous ones on such problems.
Citation
Shuxing Chen. "A free boundary value problem of Euler system arising in supersonic flow past a curved cone." Tohoku Math. J. (2) 54 (1) 105 - 120, 2002. https://doi.org/10.2748/tmj/1113247182
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