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Article information
1998 , Volume 3, ¹ 6, p.3-8
Bautin S.P.
The supercompression of ideal gas without shock waves
Special characteristic Cauchy problems are stated for the system of gas dynamics equations. The solutions of these problems describe the process of compression of the ideal gas to any preassigned density and to the infinite density. The proved theorems state the existence and uniqueness of piece-wise analytical solution of the formulated problems. The solutions are presented in the form of convergent series. The properties of the solutions are investigated. The solutions of one-, two- and three-dimensional non-stationary problems are given.
[full text] Classificator Msc2000:- *76N15 Gas dynamics, general
Keywords: system of gas dynamics equations, process of compression of ideal gas, compression to any prescribed density, nonstationary problem
Author(s):
Bautin Sergey Petrovich
Dr. , Associate Professor
Position: Professor
Office: Snezhinsk Institute of Physics and Technology National Research Nuclear University MEPhI
Address: 456776, Russia, Snezhinsk, Komsomol str., 8
Phone Office: (343) 221 25 49
E-mail: SPBautin@mail.ru
SPIN-code: 4343-3821
Bibliography link:
Bautin S.P. The supercompression of ideal gas without shock waves // Computational technologies. 1998. V. 3. ¹ 6. P. 3-8
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