Titlebook: Heat Transfers and Related Effects in Supercritical Fluids; Bernard Zappoli,Daniel Beysens,Yves Garrabos Book 2015 Springer Science+Busine

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Quick Overview of Some Test Cellsd to optical observations in transmission or interferometry, while a complex test cell use a specific design that combines transmission and interferometry observations. A blind spherical cell is designed to measure the specific heat at constant volume. These cells also includes (internal and/or exte

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The Pancake Test Cell in disk-shaped cells, like “pancake” cells, where a thin fluid layer is confined between two flat parallel transparent windows of large thickness, needed to support the high internal pressure of the confined fluid. The main characteristic parameters of length and time governing the fluid thermal be

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Heat Transport by the Piston Effect: Experimentstion allows the theoretical analyses of the piston effect mechanism to be tested. It is observed, first, a hot boundary layer, developing at the heat source, which shows large coupled density-temperature inhomogeneities. This part relaxes by a diffusive process, whose density and temperature relaxat

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Coexisting Liquid–Vapor Phases(i) Slight heating from the sample walls in a two-phase sample, without phase change. It results a striking overheating of the vapour phase, which becomes hotter than the heating wall in a seemingly violation of the Second principle of thermodynamics. The effect is more pronounced to within a certai

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Introduction to Effects of a Steady-State Acceleration Fields following a parietal thermal disturbance in the absence of any acceleration field, as it is well-known that motion in such hyperdilatable and hyperexpandable fluids is extremely sensistive to gravity (see Sect.?.). However, in the past few decades, considerable attention has been focused on hydrod

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Interaction Between the Piston Effect and Gravitational Convectionorigin of strong convective instabilities in a near homogeneous pure fluid addresses the question posed by the evaluation of the interaction between the gravitational convection and the piston effect. After a brief one-dimensional model generalization to the two- or three-dimensional models subjecte

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Rayleigh–Bénard and Rayleigh–Taylor Instabilitiesf a heavier fluid is on top a lighter one. The Rayleigh–Bénard instability is first addressed showing a double Rayleigh–Bénard situation thanks to the presence of the piston effect. The stability criterium is then discussed and some similarities with geophysical flows described. In the case of a war

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Introduction to Influence of Time-Dependent Acceleration Fieldsat and mass transfer in supercritical and near-critical fluids. This is achieved by determining how such systems would be expected to respond when they are subjected to mechanical vibrations, and then validating these expected results using data from experiments performed under microgravity conditio