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Results: 1-13 |
Results: 13
THE UNIVERSAL SCALING EXPONENTS OF ANISOTROPY IN TURBULENCE AND THEIRMEASUREMENT
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, THE UNIVERSAL SCALING EXPONENTS OF ANISOTROPY IN TURBULENCE AND THEIRMEASUREMENT, Physics of fluids, 8(10), 1996, pp. 2565-2567
TOWARDS A NONPERTURBATIVE THEORY OF HYDRODYNAMIC TURBULENCE - FUSION RULES, EXACT BRIDGE RELATIONS, AND ANOMALOUS VISCOUS SCALING FUNCTIONS
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, TOWARDS A NONPERTURBATIVE THEORY OF HYDRODYNAMIC TURBULENCE - FUSION RULES, EXACT BRIDGE RELATIONS, AND ANOMALOUS VISCOUS SCALING FUNCTIONS, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 54(6), 1996, pp. 6268-6284
EXACT RESUMMATIONS IN THE THEORY OF HYDRODYNAMIC TURBULENCE .3. SCENARIOS FOR ANOMALOUS SCALING AND INTERMITTENCY
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, EXACT RESUMMATIONS IN THE THEORY OF HYDRODYNAMIC TURBULENCE .3. SCENARIOS FOR ANOMALOUS SCALING AND INTERMITTENCY, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 53(4), 1996, pp. 3468-3490
ANOMALOUS SCALING IN A MODEL OF PASSIVE SCALAR ADVECTION - EXACT RESULTS
Authors: FAIRHALL AL GAT O LVOV V PROCACCIA I
Citation: Al. Fairhall et al., ANOMALOUS SCALING IN A MODEL OF PASSIVE SCALAR ADVECTION - EXACT RESULTS, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 53(4), 1996, pp. 3518-3535
TURBULENCE - A UNIVERSAL PROBLEM
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, TURBULENCE - A UNIVERSAL PROBLEM, Physics world, 9(8), 1996, pp. 35-40
CORNERSTONES OF A THEORY OF ANOMALOUS SCALING IN TURBULENCE
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, CORNERSTONES OF A THEORY OF ANOMALOUS SCALING IN TURBULENCE, Physica scripta. T, T67, 1996, pp. 131-135
SCALING BEHAVIOR IN TURBULENCE IS DOUBLY ANOMALOUS
Authors: LVOV V PODIVILOV E PROCACCIA I
Citation: V. Lvov et al., SCALING BEHAVIOR IN TURBULENCE IS DOUBLY ANOMALOUS, Physical review letters, 76(21), 1996, pp. 3963-3966
FUSION RULES IN TURBULENT SYSTEMS WITH FLUX EQUILIBRIUM
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, FUSION RULES IN TURBULENT SYSTEMS WITH FLUX EQUILIBRIUM, Physical review letters, 76(16), 1996, pp. 2898-2901
EXTENDED SELF-SIMILARITY IN TURBULENT SYSTEMS - AN ANALYTICALLY SOLUBLE EXAMPLE
Authors: SEGEL D LVOV V PROCACCIA I
Citation: D. Segel et al., EXTENDED SELF-SIMILARITY IN TURBULENT SYSTEMS - AN ANALYTICALLY SOLUBLE EXAMPLE, Physical review letters, 76(11), 1996, pp. 1828-1831
EXACT RESUMMATIONS IN THE THEORY OF HYDRODYNAMIC TURBULENCE .1. THE BALL OF LOCALITY AND NORMAL SCALING
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, EXACT RESUMMATIONS IN THE THEORY OF HYDRODYNAMIC TURBULENCE .1. THE BALL OF LOCALITY AND NORMAL SCALING, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 52(4), 1995, pp. 3840-3857
EXACT RESUMMATIONS IN THE THEORY OF HYDRODYNAMIC TURBULENCE .2. A LADDER TO ANOMALOUS SCALING
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, EXACT RESUMMATIONS IN THE THEORY OF HYDRODYNAMIC TURBULENCE .2. A LADDER TO ANOMALOUS SCALING, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 52(4), 1995, pp. 3858-3875
FINITE-SIZE CORRECTIONS TO SCALING IN HIGH REYNOLDS-NUMBER TURBULENCE
Authors: GROSSMANN S LOHSE D LVOV V PROCACCIA I
Citation: S. Grossmann et al., FINITE-SIZE CORRECTIONS TO SCALING IN HIGH REYNOLDS-NUMBER TURBULENCE, Physical review letters, 73(3), 1994, pp. 432-435
UNIVERSAL PROPERTIES OF THE 2-DIMENSIONAL KURAMOTO-SIVASHINSKY EQUATION - COMMENT
Authors: LVOV V PROCACCIA I
Citation: V. Lvov et I. Procaccia, UNIVERSAL PROPERTIES OF THE 2-DIMENSIONAL KURAMOTO-SIVASHINSKY EQUATION - COMMENT, Physical review letters, 72(2), 1994, pp. 307-307
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