THE EFFECT OF VISCOSITY ON IRREGULAR REFLECTION OF WEAK SHOCK WAVES |
| 4 | |
| 2011 |
| scientific article | 519.6;533 | ||
| 804-806 |
| Irregular reflection of weak shock waves under the von Neumann paradox conditions is studied numerically, using Euler and Navier?Stokes equations. In the inviscid case, the existence of a local supersonic region behind the reflected shock wave in the vicinity of the triple point is confirmed by shock-capturing computations. In the viscous case, a prototype of a configuration with a supersonic region behind the reflected wave is found only for very high Reynolds numbers (Re = 1.6?10 |
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