The convection heat transfer in the boundary layer of fluid\'s forced laminar flow over an isothermal plate in a porous medium was analyzed on the basis of Brinkman-Forchheime-Extended Darcy model and the theory of local non-equilibrium between the fluid and the porous medium.

Effect of local thermal non-equilibrium on Nusselt number in convection at a plate channel;

Quasi-static analysis of incompressible saturated poroelastic column on local thermal non-equilibrium

Based on the theory of porous media,the governing equations of thermo-hydro-mechanical fully coupling model for incompressible saturated poroelastic column on local thermal non-equilibrium are presented,firstly.

It was proved that the temperatures of the two phases for the local thermal nonequilibrium will approach the temperature derived from .

Based on the Darcy model and taking into effect of viscous dissipation due to the interaction between solid skeleton and pore fluid flow and thermal conduction in the direction of the fluid flow,the thermally developing forced convection of the local thermal equilibrium and the corresponding thermal stress in a semi-infinite saturated porous plate channel are investigated in this paper.

More uncertainties in the studies about diagnosing Quark-gluon plasma (QGP) by use of high-energy photon are discussed upon the assumption of local thermal equilibrium as well as a comparison study for recent literature, it is found that some definite aspects of high-energy photons originating from ultra-reletivistic heavy-ion collision may be still extracted from the uncertainties.

The hypothesis of local thermal equilibrium conditions of the plasma was confirmed in this experiment.