References
- Arch. Rational Mech. Anal. v.53 Structure of Solutions of the Riemann Problem for Hyperbolic Systems of Conservation laws C. M. Defermos
- Arch. Rational Mech. Anal. A limition "Viscosity" approach to the Riemann problem for Materials exhibition a change of phase (Ⅱ) H. Fan
- Arch. Rational Mech. Anal. v.73 The propagation of phase boundaries in elastic bars R. D. James
- Dokl. Akad. Nauk. SSSR v.127 Construction of generalized solutions of qyasilinear equations of first order without convexity conditions as limits of solutions of parabolic equations with a small parameter A. S. Kalashnikov
- Riemann Problem of Change type (Ⅰ) C. H. Lee
- Arch. Rational Mech. Anal. v.93 Nonuniqueness of admissible solutions of Riemann initial value problems for a system of conservation lawa of mixed type M. Shearer
- Arch. Rational Mech. Anal. v.105 A Limiting "Viscosity" Approach to the Riemann problem for materials Exhibiting Change of Phase M. Slemrod
-
Vycisl. Mat. Fiz.
v.12
The asymptotic behavior of the solution of the Cauchy problem for the equation
$\epsilon^2tu_xx\;=\;u_t+[\phi(u)]_x$ that degenetates for ε=0 into the problem of the decay of an aribitrary discontinuity for the case of a ratefaction wave, Z. V. A. Tupeiev -
English transl. in, USSR comput. Math. and Phys.
v.12
The asymptotic behavior of the solution of the Cauchy problem for the equation
$\epsilon^2tu_xx\;=\;u_t+[\phi(u)]_x$ that degenetates for ε=0 into the problem of the decay of an aribitrary discontinuity for the case of a ratefaction wave, Z. V. A. Tupeiev - Dokl. Akad. Nauk. SSSR v.211 On the method of introducing viscosity in the study of problems involving decay of a discontinuity V. A. Tupeiev
- English transl. in Soviet Mach. v.14 On the method of introducing viscosity in the study of problems involving decay of a discontinuity V. A. Tupeiev