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Article information
2008 , Volume 13, ¹ 2, p.35-52
Kazakov A.L.
Gas flows upper converged shock wave in problem on spherical- or cylindrical-symmetric non-selfsimilar compression construction
A mathematical formulation of the problem on a non-selfsimilar compression of a symmetric gas volume without formation of shocks [1,2] is a special initial boundary-value problem called the Generalized Cauchy Problem. Notion ``Generalized Cauchy Problem'' for non-linear partial differential equations is introduced on the basis of results by N.A. Lednev [3]. Existence and of uniqueness issues of analytical solutions of the Generalized Cauchy Problem are considered. The constructed gas flows could be used for simulation of a powerful compression of gas.
[full text] Author(s):
Kazakov Alexander Leonidovich
Dr. , Associate Professor
Position: General Scientist
Office: Institute of System Dynamics and Control Theory SB RAS
Address: 664033, Russia, Irkutsk, 34 Lermontov St.
Phone Office: (3952)453033
E-mail: kazakov@icc.ru
Bibliography link:
Kazakov A.L. Gas flows upper converged shock wave in problem on spherical- or cylindrical-symmetric non-selfsimilar compression construction // Computational technologies. 2008. V. 13. ¹ 2. P. 35-52
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