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Surfaces of discontinuity separating two perfect media of different properties. Recombination waves in magnetohydrodynamics. (Russian) Zbl 0187.25206

fluid mechanics
[1] Kulikovskii, A. G.; Liubimov, G. A.: On the magnetohydrodynamic, gas-ionizing shock waves. Dokl. akad. Nauk SSSR 129, No. N\circeq1 (1959)
[2] Butler, D. S.: One dimensional flow in ionizing gas. J. fluid mech. 23 (1965) · Zbl 0134.45403
[3] Taussig, R. T.: Comparison of oblique, normal and transverse ionizing shock waves. Phys. of fluids 10, No. N\circeq6 (1967)
[4] Cowley, M. D.: Gas-ionizing shocks in magnetic field. J. plasma phys. 1, No. N\circeq1 (1967)
[5] Barmin, A. A.; Kulikovskii, A. G.: Gas-ionizing shocks in electromagnetic field. Dokl. akad.nauk SSSR 178, No. N\circeq1 (1968)
[6] Akhiezer, A. I.; Liubarskii, G. Ia.; Polovin, R. V.: Stability of shock waves in MHD. Jetp 35, No. N\circeq3 (1958)
[7] Landau, L. D.; Lifshits, E. M.: Mechanics of continuous media. (1953)
[8] Barmin, A. A.: Surfaces of discontinuity with emission (absorption) of energy in MHD. Pmm 26, No. N\circeq5 (1962.) · Zbl 0114.42105
[9] Polovin, R. V.; Demutskii, V. P.: On the magnetohydrodynamic combustion. Jetp 40, No. N\circeq6 (1961) · Zbl 0113.42901
[10] Soubmayer: Sur LES chocs dans un milieu magnétodynamique réactif avec application un problème du piston. Thes, doct. Sci. math. Fac. sci. Univ. Paris rapp. CEA, No. N\circeq3137 (1967)
[11] Liubarskii, G. Ia.: On the structure of shock waves. Pmm 25, No. N\circeq6 (1961)
[12] Hersh, B.: Boundary conditions for equations of evolution. Arch. rat. Mech. and anal. 16, No. N\circeq4 (1964) · Zbl 0149.05902
[13] Zhilin, Iu.L.: A particular case of the interaction of a strong, stationary shock wave in a gas, with an electromagnetic field. OTN, mechanika i mashinostroenie, n\circeq2 (1962)
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