EXPANSION (COMPRESSION) OF A FINITE VOLUME OF VISCOUS GAS |
| 4 | |
| 2011 |
| scientific article | 533.2 | ||
| 1120-1121 |
| Particular exact analytical solutions of equations of motion of a viscous are presented gas in the Euler and Lagrange variables, which describe one-dimensional processes of diabatic expansion or compression of finite volumes of gas of spherical and cylindrical forms. These solutions contain an arbitrary function of time, as well as a number of constants defining the initial state of the gas. |
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