WebMay 22, 2024 · 式中:Gf——流体的体积模量,GPa;Gs——基质的体积模量,GPa;αB——Biot‐Willis 系数。 联合式(4)、式(5)、式(6)可得基质中流体渗流的控制方程为. 式中 ∂εvol/∂t——基质体积应变的变化率。 可以将公式(8)等号右边项视为孔隙空间的收缩速率。 WebPoromechanics is a branch of physics and specifically continuum mechanics and acoustics that studies the behaviour of fluid-saturated porous media. A porous medium or a porous material is a solid referred to as matrix) permeated by an interconnected network of pores (voids) filled with a fluid (liquid or gas).Usually both solid matrix and the pore network, or …
地层破裂压力下载_在线阅读 - 爱问文库
Web同时基于常规三轴压缩试验得到的力学参数,引入Biot系数这一参数来研究高温水冷处理后花岗岩内部孔隙在外荷载作用下的变形特征,分析探讨了应力诱发及高温水冷对花岗岩Biot系数的影响。. 主要结论如下: (1)根据高温水冷处理后花岗岩物理力学性质的演化规律 ... Web为了利用这些效应,多孔弹性 多物理场接口包含一个应力张量表达式(作为体积应变的函数)和 Biot-Willis 系数。 此外,还提供 多孔弹性,多层壳 多物理场接口,可以对每层具 … inconceivable synopsis
Some Problems about Pore Pressure Prediction from
WebFeb 10, 2024 · A proper correlation of the Biot‐Willis coefficient controlling the bulk volumetric strain is developed using the data available from various sources in a manner to meet the required endpoint‐limit conditions of the Biot‐Willis coefficient, ranging from zero to unity. The modified power‐law equation presented in this paper yields a ... WebMar 31, 2016 · View Full Report Card. Fawn Creek Township is located in Kansas with a population of 1,618. Fawn Creek Township is in Montgomery County. Living in Fawn … WebMay 30, 2014 · BIOT孔隙介质的几个弹性系数 - 哈尔滨工业大学个人主页.pdf. 2014-05-30上传. 12. 1. W A. H P σ δε δ. = = 0 σ = P ↑ POROELASTIC EXPANSION COEFFICIENT LIKE HEAT EXPANSION. 围压不变,. 增加孔压 (注入流体), 则样品膨胀. 孔隙弹性膨胀系数. inconceivable tv show