Stability of non-isothermal fluids

VK Andreev, VB Bekezhanova - Journal of Applied Mechanics and …, 2013 - Springer
Stability of non-isothermal fluids (Review) | Journal of Applied Mechanics and Technical
Physics Skip to main content SpringerLink Account Menu Find a journal Publish with us Track …

[HTML][HTML] On Marangoni shear convective flows of inhomogeneous viscous incompressible fluids in view of the Soret effect

NV Burmasheva, EY Prosviryakov - Journal of King Saud University …, 2020 - Elsevier
A new exact solution is obtained for the Oberbeck-Boussinesq equations describing the
steady-state layered (shear) Marangoni convection of a binary viscous incompressible fluid …

Influence of gravity on the stability of evaporative convection regimes

VB Bekezhanova, IA Shefer - Microgravity Science and Technology, 2018 - Springer
The characteristics of convective regimes in a two-layer system have been investigated in
the framework of the Boussinesq approximation of the Navier–Stokes equations. An exact …

Influence of thermal load on the characteristics of a flow with evaporation

EV Rezanova, IA Shefer - Journal of Applied and Industrial Mathematics, 2017 - Springer
The two-layer flows of a liquid and a gas in a horizontal channel are investigated under
condition of given gas flow rate. Evaporation on the thermocapillary interface is taken into …

[PDF][PDF] Studying the stratification of hydrodynamic fields for laminar flows of vertically swirling fluids

NV Burmasheva, EY Prosviryakov - Diagnostics, Resource and …, 2020 - dream-journal.org
The article proposes an approach to estimating the number of stratification points in
hydrodynamic fields. The article provides a method allowing one to estimate from above the …

[PDF][PDF] An exact solution to the description of a unidirectional Marangoni flow of a viscous incompressible fluid with the Navier boundary condition. Velocity field …

NV Burmasheva, EY Prosviryakov - Diagnostics, Resource and …, 2019 - researchgate.net
The article considers the unidirectional flow of a viscous incompressible fluid in an infinite
horizontal layer of a given thickness, which is induced by the thermocapillary effect specified …

Stability analysis of stratified Rayleigh–Bénard–Poiseuille convection. Part II: Influence of thermocapillary forces

É Fontana, E Mancusi, AAU de Souza… - Chemical Engineering …, 2016 - Elsevier
The development of convective cells in horizontal stratified systems can be induced by
buoyancy or thermocapillary forces (Marangoni effect). When both mechanisms of instability …

Exact Solutions to the Navier Stokes Equations for Describing the Convective Flows of Multilayer Fluids

NV Burmasheva, EY Prosviryakov - Russian Journal of Nonlinear …, 2022 - mathnet.ru
In this paper, we report on several classes of exact solutions for describing the convective
flows of multilayer fluids. We show that the class of exact Lin–Sidorov–Aristov solutions is an …

Long-wave instability of an advective flow in an inclined fluid layer with perfectly heat-conducting boundaries

RV Sagitov, AN Sharifulin - Journal of applied mechanics and technical …, 2011 - Springer
Stability of a steady convective flow in a plane inclined layer with perfectly heat-conducting
solid boundaries in the presence of a uniform longitudinal temperature gradient to long …

Введение в обобщенную теорию неравновесных фазовых переходов Кана-Хилларда (термодинамический анализ задач механики сплошной среды)

ЕА Лукашев, ЕВ Радкевич, НН Яковлев… - Вестник Самарского …, 2017 - cyberleninka.ru
Возникновение конвективных течений и их развитие от регулярных форм с
последующим переходом к нерегулярным турбулентным течениям привлекают …