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Article information
1999 , Volume 4, Special issue, p.7-14
Andreev V.K.
Group properties of the universal equation of unidimensional gas flows
Group classification for the nonlinear equation describing one-dimensional gas flows with plane, cylindrical and spherical waves is devised. All special cases of state equation when the basic group can be expanded have been found. In particular, for the plane waves there are additional symmetries if the gas is polytropic with the adiabatic index = 5.
Author(s):
Andreev Viktor Konstantinovich
Dr. , Professor
Position: Head of Departament
Office: Institut Computing Simulation of SB RAS
Address: 660036, Russia, Krasnoyarsk
Phone Office: (3912) 49 47 61
E-mail: andr@icm.krasn.ru
Bibliography link:
Andreev V.K. Group properties of the universal equation of unidimensional gas flows // Computational technologies. 1999. V. 4. Special issue. P. 7-14
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