On the mathematical model of combined rarefaction and compression waves in condensed matter-Reference-Cited by-同舟云学术

On the mathematical model of combined rarefaction and compression waves in condensed matter

Published:2021 Issue: Volume:50 Page:104-107
ISSN:0354-2238
Container-title:Mathematica Montisnigri
language:
Short-container-title:MathMon

Author:

Samokhin Alexander Alexandrovitch¹^ORCID,Pivovarov Pavel Aleksandrovich¹^ORCID

Affiliation:

1. Prokhorov General Physics Institute of the Russian Academy of Sciences, Russia

Abstract

Two waves model where shock wave is combined with rarefaction wave appearing in laser ablation due to metal-nonmetal transition effect is investigated using conservation laws for mass and momentum fluxes for the steady-state regime of the process. This approach permits to obtain the relation between front velocities of the waves which shows that the rarefaction wave can be rather slow compared with the generated shock wave.

Publisher

Keldysh Institute of Applied Mathematics

Subject

General Medicine

Reference11 articles.

1. R. von Mises, Mathematical theory of compressible fluid flow, Academic Press Inc. Publishers, New York (1958).

2. L.D. Landau, E.M. Lifshicz, Teoreticheskaya fizika. Gidrodinamika, Moskva Nauka (1986).

3. Yu.P. Rajzer, Ya.B. Zel`dovich, Fizika udarny`kh voln i vy`sokotemperaturny`kh gidrodinamicheskikh yavlenij, Moskva, Fizmatlit (2008).

4. Ya.B. Zel`dovich, "O vozmozhnosti udarny`kh voln razrezheniya", ZhE`TF (JETP) 16 (4), 363-367 (1946).

5. A.G. Ivanov, S.A. Novikov, "Rarefaction Shock Waves in Iron and Steel", JETP, 13 (6), 1321-1323 (1961).

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