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Results: 1-13 |
Results: 13
HAMILTONS PRINCIPLE FOR QUASI-GEOSTROPHIC MOTION
Authors: HOLM DD ZEITLIN V
Citation: Dd. Holm et V. Zeitlin, HAMILTONS PRINCIPLE FOR QUASI-GEOSTROPHIC MOTION, Physics of fluids, 10(4), 1998, pp. 800-806
ON A POSSIBLE MECHANISM OF ANOMALOUS DIFFUSION BY ROSSBY WAVES
Authors: DUPONT F MCLACHLAN RI ZEITLIN V
Citation: F. Dupont et al., ON A POSSIBLE MECHANISM OF ANOMALOUS DIFFUSION BY ROSSBY WAVES, Physics of fluids (1994), 10(12), 1998, pp. 3185-3193
CURING FERMION MASS GAUGE VARIANCE IN QED(2+1)
Authors: TYUTIN IV ZEITLIN V
Citation: Iv. Tyutin et V. Zeitlin, CURING FERMION MASS GAUGE VARIANCE IN QED(2+1), Physics letters. Section B, 430(3-4), 1998, pp. 326-331
FROM QUASI-GEOSTROPHIC TO STRONGLY NONLINEAR MONOPOLAR VORTICES IN A PARABOLOIDAL SHALLOW-WATER-LAYER EXPERIMENT
Authors: STEGNER A ZEITLIN V
Citation: A. Stegner et V. Zeitlin, FROM QUASI-GEOSTROPHIC TO STRONGLY NONLINEAR MONOPOLAR VORTICES IN A PARABOLOIDAL SHALLOW-WATER-LAYER EXPERIMENT, Journal of Fluid Mechanics, 356, 1998, pp. 1-24
HAMILTONIAN FINITE-DIMENSIONAL MODELS OF BAROCLINIC INSTABILITY
Authors: MCLACHLAN RI SZUNYOGH I ZEITLIN V
Citation: Ri. Mclachlan et al., HAMILTONIAN FINITE-DIMENSIONAL MODELS OF BAROCLINIC INSTABILITY, Physics letters. A, 229(5), 1997, pp. 299-305
INDUCED MAGNETIC-FIELD IN A FINITE FERMION DENSITY MAXWELL QED(2+1)
Authors: ZEITLIN V
Citation: V. Zeitlin, INDUCED MAGNETIC-FIELD IN A FINITE FERMION DENSITY MAXWELL QED(2+1), Modern physics letters A, 12(12), 1997, pp. 877-886
THE EFFECT OF DYNAMICAL MIXING IN A SIMPLE-MODEL OF THE OZONE HOLE
Authors: EDOUARD S LEGRAS B ZEITLIN V
Citation: S. Edouard et al., THE EFFECT OF DYNAMICAL MIXING IN A SIMPLE-MODEL OF THE OZONE HOLE, JOURNAL OF GEOPHYSICAL RESEARCH-ATMOSPHERES, 101(D11), 1996, pp. 16771-16778
ON THE STATIONARY ENERGY-SPECTRA FOR UNIDIRECTIONALLY PROPAGATING INTERNAL GRAVITY-WAVES
Authors: DAUBNER S ZEITLIN V
Citation: S. Daubner et V. Zeitlin, ON THE STATIONARY ENERGY-SPECTRA FOR UNIDIRECTIONALLY PROPAGATING INTERNAL GRAVITY-WAVES, Physics letters. A, 214(1-2), 1996, pp. 33-39
ASYMPTOTIC EXPANSIONS AND MONOPOLAR SOLITARY ROSSBY VORTICES IN BAROTROPIC AND 2-LAYER MODELS
Authors: STEGNER A ZEITLIN V
Citation: A. Stegner et V. Zeitlin, ASYMPTOTIC EXPANSIONS AND MONOPOLAR SOLITARY ROSSBY VORTICES IN BAROTROPIC AND 2-LAYER MODELS, Geophysical and astrophysical fluid dynamics, 83(3-4), 1996, pp. 159-194
NOTE ON QED WITH A MAGNETIC-FIELD AND CHEMICAL-POTENTIAL
Authors: PERSSON D ZEITLIN V
Citation: D. Persson et V. Zeitlin, NOTE ON QED WITH A MAGNETIC-FIELD AND CHEMICAL-POTENTIAL, Physical review. D. Particles and fields, 51(4), 1995, pp. 2026-2029
QED(2-EFFECT(1) WITH NONZERO FERMION DENSITY AND THE QUANTUM HALL)
Authors: ZEITLIN V
Citation: V. Zeitlin, QED(2-EFFECT(1) WITH NONZERO FERMION DENSITY AND THE QUANTUM HALL), Physics letters. Section B, 352(3-4), 1995, pp. 422-427
ON THE DIFFERENTIAL GEOMETRY APPROACH TO GEOPHYSICAL FLOWS
Authors: ZEITLIN V PASMANTER RA
Citation: V. Zeitlin et Ra. Pasmanter, ON THE DIFFERENTIAL GEOMETRY APPROACH TO GEOPHYSICAL FLOWS, Physics letters. A, 189(1-2), 1994, pp. 59-63
2-DIMENSIONAL IDEAL MAGNETOHYDRODYNAMICS AND DIFFERENTIAL GEOMETRY
Authors: ZEITLIN V KAMBE T
Citation: V. Zeitlin et T. Kambe, 2-DIMENSIONAL IDEAL MAGNETOHYDRODYNAMICS AND DIFFERENTIAL GEOMETRY, Journal of physics. A, mathematical and general, 26(19), 1993, pp. 5025-5031
Risultati: 1-13 |