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Article information
2006 , Volume 11, ¹ 5, p.11-20
Bautin S.P., Sadov A.P.
One dimensional heat wave in inviscid gas
A system of nonlinear PDE governing 1D symmetric flows of the heat conductive inviscid gas is considered. Plane heat wave solution is constructed provided that the propagation law of its front into a cold homogeneous and quiescent gas is given. Solution is constructed in the form of infinite convergent series in the neighborhood of the front. Gasdynamic parameters have infinite gradients at the front, however the heat flux is continuous and equal to zero. It is shown that the constructed solution is a wave of compression.
[full text] 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: 4343-3821Sadov A.P.
Position: Student
Office: The Ural State University of Railways
Address: 620219, Russia, Ekaterinburg, Komsomol str., 8
Phone Office: (343) 358 55 50
E-mail: alsadov@yandex.ru
Bibliography link:
Bautin S.P., Sadov A.P. One dimensional heat wave in inviscid gas // Computational technologies. 2006. V. 11. ¹ 5. P. 11-20
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