porous media造句怎么写

Simulation of heat and mass transfer in fractal porous media during freeze drying of biological materials

A generalized equivalent-continuum method is presented for calculating variably saturated seepage flow in fractured porous media.

Several typical problems of heat seepage mechanical coupling of porous media in asymmetric heat seepage domain are analyzed.

For solving porous media multiphase flow equations, capillary pressure-relative permeability-fluid saturation relationships are the most important bases.

Two algebraically explicit analytical solutions of the governing equation set for the coupled heat and mass transfer process of rapid drying in porous media are derived.

The experiment is conducted to test the flowing characteristics of the foam fluid in porous media injected by the long slim tube model.

The effect of surface wettability of porous media on the plugging properties of LPS was studied through the ground glass model, quartz sand-packed tube and artificial core plugging experiments.

Numerical simulation of soil secondary salinisation using porous media model

Fractal and statistical characteristics of pore structure for unconsolidated porous media

A testing system of porous media gas-fired boiler was set, and experiments were done.

During the coupled thermal-hydro-mechanical analysis of porous media, the porosity and viscosity of porous water are the main factors affecting the permeability of the rock mass.

The suspended particles in biopolymer solution, when moving through the porous media, are captured by the latter, which reduces remark— ably the solution permeability through the media.

A mathematic model based on heat and mass transfer in porous media was established for the simulation of paper drying in dryer section of paper machine.

On the scale of core, porous media show anisotropic characteristics.

Microscopic pore structure analysis for porous media based on MapInfo software

The influences of porous media and irreducible water on condensate oil saturation are not negligible in natural depletion.

An extension of Finite Cell Method (FCM) is presented, which was used to simulate mass transport process in porous media with unhomogeneous porosity. We also gave two numerical examples here.

Effect of temperature on methane hydrate formation process in porous media

On stochastic generalized porous media and fast-diffusion equations

In this method, Stoneley wave attenuation from AC log is divided into two parts: attenuation through porous media and percolation attenuation through pore-fluid.