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Results: 1-13 |
Results: 13
ASYMPTOTIC SOLUTION OF THE CONSERVED PHASE FIELD SYSTEM IN THE FAST RELAXATION CASE
Authors: OMELYANOV GA DANILOV VG RADKEVICH EV
Citation: Ga. Omelyanov et al., ASYMPTOTIC SOLUTION OF THE CONSERVED PHASE FIELD SYSTEM IN THE FAST RELAXATION CASE, European journal of applied mathematics, 9, 1998, pp. 1-21
THE PROBLEM OF THE PHASE-TRANSITION IN TH E PHASE FIELD SYSTEM
Authors: OMELYANOV GA RADKEVICH EV DANILOV VG
Citation: Ga. Omelyanov et al., THE PROBLEM OF THE PHASE-TRANSITION IN TH E PHASE FIELD SYSTEM, Doklady Akademii nauk. Rossijskaa akademia nauk, 352(6), 1997, pp. 731-734
ON CAPILLAR WAVES IN UNSATURATED POROUS-M EDIA
Authors: MAKSIMOV AM RADKEVICH EV
Citation: Am. Maksimov et Ev. Radkevich, ON CAPILLAR WAVES IN UNSATURATED POROUS-M EDIA, Doklady Akademii nauk. Rossijskaa akademia nauk, 350(5), 1996, pp. 627-631
ON NON-PERIODICAL MOTION APPEARING WITH N ONLINEAR-WAVES PROPAGATION IN SATURATED POROUS-MEDIUM
Authors: MAKSIMOV AM RADKEVICH EV EDELMAN IY
Citation: Am. Maksimov et al., ON NON-PERIODICAL MOTION APPEARING WITH N ONLINEAR-WAVES PROPAGATION IN SATURATED POROUS-MEDIUM, Doklady Akademii nauk. Rossijskaa akademia nauk, 348(4), 1996, pp. 459-463
ON THE SPECTRUM OF THE PENCIL IN THE VERIGIN-MUSKAT PROBLEM
Authors: RADKEVICH EV
Citation: Ev. Radkevich, ON THE SPECTRUM OF THE PENCIL IN THE VERIGIN-MUSKAT PROBLEM, Sbornik. Mathematics, 80(1), 1995, pp. 33-73
JUSTIFICATION OF ASYMPTOTICS OF SOLUTIONS OF THE PHASE-FIELD EQUATIONS AND A MODIFIED STEFAN PROBLEM
Authors: DANILOV VG OMELYANOV GA RADKEVICH EV
Citation: Vg. Danilov et al., JUSTIFICATION OF ASYMPTOTICS OF SOLUTIONS OF THE PHASE-FIELD EQUATIONS AND A MODIFIED STEFAN PROBLEM, Sbornik. Mathematics, 186(11-12), 1995, pp. 1753-1771
ON GENERATION OF OSCILLATING ENVELOPE WAV ES IN SATURATED POROUS-MEDIA
Authors: MAKSIMOV AM RADKEVICH EV EDELMAN IY
Citation: Am. Maksimov et al., ON GENERATION OF OSCILLATING ENVELOPE WAV ES IN SATURATED POROUS-MEDIA, Doklady Akademii nauk. Rossijskaa akademia nauk, 345(3), 1995, pp. 393-396
THE MODIFIED STEFAN PROBLEM AS A LIMIT OF ASYMPTOTIC SOLUTION FOR PHASE FIELD SYSTEM
Authors: DANILOV VG OMELYANOV GA RADKEVICH EV
Citation: Vg. Danilov et al., THE MODIFIED STEFAN PROBLEM AS A LIMIT OF ASYMPTOTIC SOLUTION FOR PHASE FIELD SYSTEM, Doklady Akademii nauk. Rossijskaa akademia nauk, 343(5), 1995, pp. 586-589
ON EIGEN FREQUENCIES OF MODULATED WAVES I N POROUS-MEDIA
Authors: MAKSIMOV AM RADKEVICH EV EDELMAN IY
Citation: Am. Maksimov et al., ON EIGEN FREQUENCIES OF MODULATED WAVES I N POROUS-MEDIA, Doklady Akademii nauk. Rossijskaa akademia nauk, 342(3), 1995, pp. 322-325
RESONANCE REGIMES OF WAVES PROPAGATION IN GAS-SATURATED POROUS-MEDIA
Authors: MAKSIMOV AM RADKEVICH EV EDELMAN IY
Citation: Am. Maksimov et al., RESONANCE REGIMES OF WAVES PROPAGATION IN GAS-SATURATED POROUS-MEDIA, Doklady Akademii nauk. Rossijskaa akademia nauk, 336(6), 1994, pp. 745-749
SLOW SOLITONS IN CONSOLIDATED GEOLOGICAL MEDIUM
Authors: VOLODIN IA MAKSIMOV AM RADKEVICH EV
Citation: Ia. Volodin et al., SLOW SOLITONS IN CONSOLIDATED GEOLOGICAL MEDIUM, Doklady Akademii nauk. Rossijskaa akademia nauk, 335(2), 1994, pp. 221-224
ON CONDITIONS FOR THE EXISTENCE OF A CLASSICAL SOLUTION OF THE MODIFIED STEFAN PROBLEM (THE GIBBS-THOMSON LAW)
Authors: RADKEVICH EV
Citation: Ev. Radkevich, ON CONDITIONS FOR THE EXISTENCE OF A CLASSICAL SOLUTION OF THE MODIFIED STEFAN PROBLEM (THE GIBBS-THOMSON LAW), Sbornik. Mathematics, 75(1), 1993, pp. 221-246
THE HEAT STEFAN WAVE
Authors: RADKEVICH EV
Citation: Ev. Radkevich, THE HEAT STEFAN WAVE, Doklady Akademii nauk. Rossijskaa akademia nauk, 328(6), 1993, pp. 657-661
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