An integral transform solution for unsteady compressible heat transfer in fluids near their thermodynamic critical point

Título:

An integral transform solution for unsteady compressible heat transfer in fluids near their thermodynamic critical point

Autor:

Leonardo Santos de Brito Alves

Ano:

2013

DOI:

10.2298/TSCI120826068D

Revista:

ISSN:

03549836

Tags:

Variable Properties

Nonliner Thermo-acoustics

Idioma:

Inglês

Buscar essa publicação no Google Acadêmico

Publicações com a mesma autoria

Accurate non-asymptotic thermodynamic properties of near-critical N 2 and O 2 computed from molecular dynamics simulations

Molecular dynamics simulations of momentum and thermal diffusion properties of near-critical argon along isobars

Convective instability induced by internal and external heating in a fluid saturated porous medium

Integral Transform Solution of Convective Heat Transfer Problems using Upwind Approximations

Two- and Three-Dimensional Absolute Instabilities in a Porous Medium with Inclined Temperature Gradient and Vertical Throughflow

Conservative and nondispersive schemes for diffusion terms with strong property variations

On Gill?s stability problem for non-Newtonian Darcy?s flow

Convective instability of the Darcy-Bénard problem with through flow in a porous layer saturated by a power-law fluid

Onset of Absolute Instability Induced by Viscous Dissipation in the Poiseuille-Darcy-Benard Convection of a Newtonian Fluid

Modeling supercritical heat transfer in compressible fluids