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Ikoku C U,Ramey HJ Jr.Transient flow of non-Newtonian power-law fluids in porous media[Z].SPE7139. 栾志安;林平一.;天然裂缝地层中非牛顿液体不稳定径向流的研究[J]
Ikoku C U,Ramey HJ Jr.Wellbore storage and skin effects during the transient flow of non-Newtonian power-law fluids in porous media[Z].SPE7449. 向开理;涂晓青.;分形复合油藏非牛顿幂律流体不稳定渗流的数学模型[J]
The effect of coriolis force on thermosolutal convection in Rivlin-Ericksen fluid in porous medium 多孔介质流中Coriolis力对对流的影响
ON THE PROBLEM OF INFLOW AND OUTFLOW OF FLUID IN POROUS MEDIA 应力场、渗流场、流场耦合系统问题
MASS TRANSFER OF COMPLEX CHEMICAL FLUID IN POROUS MEDIA 复杂化学流体在多孔介质中的传质
Thermal plumes in pure fluids and in porous media. 纯流体与多孔体内的热柱流；
fluid in porous medium 渗流
Advanced Mechanics of Fluids in Porous Media 高等渗流力学
mechanics of fluids in porous media 渗流力学
Development of Research on the Phase of the Fluid in Porous Media Oil and Gas Reservoir 多孔介质中油气藏流体相态研究进展
Characteristic mixed finite-element method of dynamic grid driven by miscible fluid in porous media 多孔介质中可混溶流体驱动的动态网格特征混合有限元方法
Characteristics of electrodynamic seepage flow of one-phase fluid in porous media 单相液体在多孔介质中的电动渗流特性
Lattice Boltzmann Method for Complex Fluids in Porous Media 用晶格Boltzmann方法研究多孔介质内流体的复杂动力学特征
We consider an infinite horizontal incompressible Rivlin-Ericksen layer in porous medium. 考虑一不可压缩位于多孔介质中的Rivlin-Ericksen流体层。
When gas percolates at a low speed in porous medium with low permeability, slippage effect will occur. 低渗透气藏普遍具有低孔、低渗、高含水饱和度的特点,气体渗流存在明显的滑脱效应。
In porous media，the rheological behavior of HAPS shows the properties of Newton fluid under the low-speed shear. 随着剪切速率的增加，溶液表现出剪切稀释性和剪切增稠性的流变规律。
The complexity of structure in porous medium results in too complex inner flow to get analytic solution without simplifying. 多孔介质结构的复杂性使其内部的流动非常复杂,通常不加简化就难以求解。
A general code, three-dimensional cylindrical coordinates with collocated grid system for heat transfer and fluid flow in porous media, is developed. 在三维圆柱坐标程序基础上开发了计算多孔介质流动与换热的三维交错网格程序。
An equivalent numerical simulation model that can describe the foam flowing rules in porous medium is constructed based on ultimate capillary pressure. 建立了一个基于临界毛管压力并能够描述多孔介质中泡沫流动规律的等效数学模型。
Compressible miscible displacement in porous medium is modeled by a nonlinear system of two coupled partial differential equations. 在油藏数值模拟中，多孔介质可压缩可混溶驱动问题的数学模型是由两个非线性抛物方程耦合而成。