activity
20082026
most citedDynamics of noisy oscillator populations beyond the Ott-Antonsen ansatz

105 citations · 760 across the 63 of their papers we have counts for

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12 papers · 1 filter

physics.flu-dyn2026

Entrainment of magnetic fluid by a moving boundary of a plane gap

Denis S. Goldobin, Yuriy L. Raikher

A fluid mechanics problem is solved which technological prototype is a fluid acoustic contact that is an inherent element of ultrasonic non-destructive testing procedures. It is we…

physics.flu-dyn2022★ 3 cited

Stochastic parametric excitation of convective heat transfer

Evelina V. Permyakova, Denis S. Goldobin

We study the parametric excitation of the free thermal convection in a horizontal layer and a rectangular cell by random vertical vibrations. The mathematical formulation we use al…

physics.flu-dyn2021

Fertilization of liquid-saturated porous medium with multicomponent gases due to surface temperature oscillation

Anastasiya V. Dolmatova, Denis S. Goldobin

We study non-isothermal diffusive transport of a weakly-soluble two-component substance in a liquid-saturated porous medium being in contact with the reservoir of this substance. P…

physics.flu-dyn2017★ 12 cited

Comparison of the effect of horizontal vibrations on interfacial waves in a two-layer system of inviscid liquids to effective gravity inversion

Anastasiya V. Dolmatova, Denis S. Goldobin, Tatyana P. Lyubimova

We study the waves at the interface between two thin horizontal layers of immiscible liquids subject to high-frequency tangential vibrations. Nonlinear governing equations are deri…

physics.flu-dyn2017★ 1 cited

Specific interface area in a thin layer system of two immiscible liquids with vapour generation at the contact interface

Anastasiya V. Pimenova, Ilias M. Gazdaliev, Denis S. Goldobin

For well-stirred multiphase fluid systems the mean interface area per unit volume, or "specific interface area" , is a significant characteristic of the system state. In parti…

physics.flu-dyn2016★ 3 cited

Existence of the passage to the limit of inviscid fluid

Denis S. Goldobin

In the dynamics of viscous fluid, the case of vanishing kinematic viscosity is actually equivalent to the Reynolds number tending to infinity. Hence, in the limit of vanishing visc…

physics.flu-dyn2012★ 10 cited

Non-Fickian Diffusion Affects the Relation between the Salinity and Hydrate Capacity Profiles in Marine Sediments

Denis S Goldobin

On-site measurements of water salinity (which can be directly evaluated from the electrical conductivity) in deep-sea sediments is technically the primary source of indirect inform…

physics.flu-dyn2009★ 7 cited

Advectional enhancement of eddy diffusivity under parametric disorder

Denis S. Goldobin

Frozen parametric disorder can lead to appearance of sets of localized convective currents in an otherwise stable (quiescent) fluid layer heated from below. These currents signific…

physics.flu-dyn2008★ 9 cited

Diffusion of a passive scalar by convective flows under parametric disorder

Denis S. Goldobin, Elizaveta V. Shklyaeva

We study transport of a weakly diffusive pollutant (a passive scalar) by thermoconvective flow in a fluid-saturated horizontal porous layer heated from below under frozen parametri…

physics.flu-dyn2008

Parametric Excitation, Localization and Synchronization in Nonlinear Hydrodynamical Systems

Denis S. Goldobin

The dissertation contains 4 original chapters: 1) Parametric excitation of Soret-driven convection of binary mixture in a horizontal porous layer. 2) Soret-driven convection in a h…

physics.flu-dyn2008★ 14 cited

Localization and advectional spreading of convective currents under parametric disorder

Denis S. Goldobin, Elizaveta V. Shklyaeva

We address a problem which is mathematically reminiscent of the one of Anderson localization, although it is related to a strongly dissipative dynamics. Specifically, we study ther…

physics.flu-dyn2008★ 11 cited

Large-Scale Thermal Convection in a Horizontal Porous Layer

Denis S. Goldobin, Elizaveta V. Shklyaeva

In a range of physical systems, the first instability in Rayleigh-Bernard convection between nearly thermally insulating horizontal plates is large scale. This holds for thermal co…