Hydrodynamic stability of thermocapillary convection in liquid bridges
Mathematical and Computer Modelling, 1994 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
exaly +2 more sources
Hydrodynamic Stability in the Presence of a Stochastic Forcing: A Case Study in Convection
Physica D: Nonlinear Phenomena, 2023 We investigate the stability of statistically stationary conductive states for Rayleigh-Bénard convection that arise due to a bulk stochastic internal heating. Our results indicate that stochastic forcing at small magnitude has little to no effect, while strong stochastic forcing has a destabilizing effect.
Juraj Földes +3 more
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A Real-Time Calculation Method to Improve Boiler Safety in Deep Peak Shaving Cases
Energies, 2023 To tackle the overheating problem of the heating surface in deep peak shaving, it is urgent to develop working substance (steam) temperature regulation and heating surface safety control technologies that combine combustion and hydrodynamic instability ...
Xin Guo +5 more
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Hydrodynamic stability of Rayleigh-Bénard convection with constant heat flux boundary condition [PDF]
Quarterly of Applied Mathematics, 1991 We study the onset of thermal instability with the heat flux prescribed on the fluid boundaries. Assuming Boussinesq fluid, the Landau equation, which describes the evolution of the amplitude of the convection cells, is derived using the small amplitude expansion technique.
H. Park, L. Sirovich
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Transport of silver nanoparticles from nanocomposite Ag/alginate hydrogels under conditions mimicking tissue implantation [PDF]
Hemijska Industrija, 2017 The aim of this work was to assess phenomena occurring during AgNP transport from nanocomposite Ag/alginate hydrogels under conditions relevant for potential biomedical applications as antimicrobial soft tissue implants.
Kostić Danijela D. +2 more
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Effects of hydrodynamic dispersion on the stability of buoyancy-driven porous media convection in the presence of first order chemical reaction [PDF]
Journal of Engineering Mathematics, 2016 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Rossa, G. Barba +2 more
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Exploring Jupiter's Polar Deformation Lengths with High-resolution Shallow Water Modeling
The Planetary Science Journal, 2022 The polar regions of Jupiter host a myriad of dynamically interesting phenomena, including vortex configurations, folded-filamentary regions (FFRs), and chaotic flows.
Ali Hyder +4 more
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Computer simulation for subcritical convection in multi‐component alloys
Mathematical Modelling and Analysis, 2006 Subcritical convection with hexagonal flow pattern is registered in 3D computer simulation of convective mass transfer in ternary solution under phase transition conditions. The calculations are evaluated by the classical theory of hydrodynamic stability
V. V. Kolmychkov
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Геофизический журнал, 2015 Modern mathematical forecast models are based on hydrodynamic equations, which are three-dimensional convection diffusion equations in the general form.
L. Katsalova
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Convection of a micropolar fluid with stretch
Annals of Geophysics, 1976 As a model for the Bénard convection in the asthenosphere<br />the problem of the hydrodynamic stability of an infinite horizontal<br />layer is calculated. The layer consists of a micropolar fluid with streich.<br />The field equations
U. Walzer
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