|
Article information
2002 , Volume 7, ¹ 4, p.3-8
Bautin S.P., Chernyshov Y.Y.
The analog of Riemann's centered wave in the flows of heat-conducting and nonviscous gas
With the help of a special nonterminating convergent series one heat-conducting and nonviscous gas flow is presented, which is an analogue of Riemann's centered wave. This flow describes a powerful compression of one dimensional gas layers.
[full text] Classificator Msc2000:- *35C05 Solutions in closed form
- 35Q30 Stokes and Navier-Stokes equations
- 76N15 Gas dynamics, general
Keywords: gas dynamics, nonviscous heat-conducting gas, Riemannian centered wave, shockless strong compression, exact singular solution
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: 4343-3821Chernyshov Yu Yu
Office: The Ural State Academy of Mining and Geology
Address: 620219, Russia, Ekaterinburg, Komsomol str., 8
Phone Office: (3432) 585566
E-mail: bautin@ac.usart.ru
Bibliography link:
Bautin S.P., Chernyshov Y.Y. The analog of Riemann's centered wave in the flows of heat-conducting and nonviscous gas // Computational technologies. 2002. V. 7. ¹ 4. P. 3-8
|
|
|
|
