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- ACOUSTIC WAVE PROPAGATION IN FLUID SATURATED POROUS MEDIA 饱和流体多孔介质中的声传播
- Biot(1956) established a fundamental theory of acoustic wave propagation through a fluid saturated porous elastic medium. 1956年Biot提出流体饱和多孔介质声传播理论，奠定了该声学分支的理论基础。
- Influence of Biot slow wave in layered saturated porous medium. 层状饱和多孔介质中Biot慢波的影响
- fluid saturated porous media 流体饱和两相多孔介质
- Key words: porous media theory; fluid saturated viscoelastic porous media; consolidation; Gurtin typevariational principle. 作者简介:何录武（1962-）;男;河南武陟人;副教授;博士.;研究方向：复合材料力学;多孔介质理论
- Based on Biot theory,the paper conducted numeric modeling for P-wave propagation of in layered saturated porous medium. 本文基于Biot理论对P波在层状饱和多孔介质中的传播进行数值模拟。
- Based on the saturated porous medium's theory,the inertia force of both the soil and the water is considered;the stable vibration problem of transversely isotropic saturated soils is studied. 基于饱和地基多孔介质理论,考虑了水土的惯性及耦合作用,研究了横观各向同性饱和地基的稳态振动问题。
- fluid saturated viscoelastic porous media 流体饱和多孔介质
- In saturated flow through a porous medium a force is exerted by the fluid on the solid matrix. 在通过多孔介质的饱和流动中，流体会对固体骨架施加力。
- The effective permeability is a relative measure of the conductance of the porous medium for one fluid phase when the medium is saturated with more than one fluid. 有效渗透率是在多孔介质被多种流体饱和时，对单一流体相孔隙介质传导性的相对量度。
- The effective permeability is a relative measure of the conductance of the porous medium for one fluid phase when the medium is saturated with more than on fluid. 有效渗透率是在多孔介质被多种流体饱和时，对单一流体相孔隙介质传导性的相对度量。
- Viscus-spring dynamical artificial boundary for saturated porous media 流体饱和多孔介质黏弹性动力人工边界
- AN ANALYSIS ON ONE-DIMENSIONAL TRANSIENT WAVE MOTION IN SATURATED POROUS MEDIA 饱和多孔介质一维瞬态波动问题的解析分析
- Onset Condition of Strain Localization in Matrix of Saturated Porous Media 饱和多孔介质中骨架的应变局部化萌生条件
- The randomness is attributed to the porous medium. 随机性起因于多孔介质。
- fluid - saturated porous media 流体饱和两相多孔介质
- saturated porous medium 饱和多孔介质
- Strain localization analysis of anisotropic saturated and partially saturated porous media 含液各向异性多孔介质应变局部化分析
- We now turn our attention to a quite different kind of flow, the seepage flow of a fluid through a porous medium. 现在我们要把注意力转向完全不同的一类流动，即通过多孔介质的渗流。
- An internal length scale in dynamic strain localisation analysis of saturated porous media 饱和多孔介质动力应变局部化分析中的内尺度律
