Divergent forms of the set of equations of dynamics of a perfect gas in the case of self-similar spatial motions
Abstract
The problem is addressed as to whether the set of equations of dynamics of a perfect gas describing self-similar flow can be reduced to an equivalent divergent form. The results are then applied to the derivation of a complete set of divergent equations of motion of a perfect gas for the stationary case.
- Publication:
-
Journal of Technical Physics
- Pub Date:
- 1988
- Bibcode:
- 1988JTePh..29..193L
- Keywords:
-
- Equations Of Motion;
- Gas Dynamics;
- Gas Flow;
- Ideal Gas;
- Cartesian Coordinates;
- Differential Equations;
- Gas Density;
- Internal Energy;
- Steady Flow;
- Thermodynamics and Statistical Physics