渗流

A formula of rock resistant coefficient is derived based on unified strength theory, which can be adopted to obtain rock resistant coefficient in other situations or strength thoeries simplified by assuming the parameter value in the formula. The strength differential effect, intermediate principal stress effect and the ground water permeation effect are considered in the formula.

基于统一强度理论，将巷道围岩视为多孔介质，考虑地下水渗流作用的影响，推导出了巷道围岩抗力系数计算统一公式，改变公式中的参数可以退化为其他围岩条件或者其他强度理论条件下的围岩抗力系数计算公式。

The void rate of seepage field is in inverse proportion to hydrostatic pressure.

渗流场的孔隙比和静水压力成反比关系。

The second part(Chapter 4,Chapter 5 and Chapter 6)is devoted to freeboundary problems(inverse boundary value problems or geometric inverse prob-lems)for elliptic systems of partial differential equations in continuum mechanics.

第二部分(即第四章、第五章、第六章)讨论力学中椭圆型方程组的自由边界问题(也称逆边值问题或几何反问题)及数值分析，主要涉及到渗流与气体动力学中的一些问题。

The difference between the irreducible water saturation and critical water saturation and their flowing mechanisms are analyzed.

分析了束缚水饱和度与临界水饱和度的不同及其渗流机理。

Considering the characteristics of KEM and complicated soils in practice, one rule is given to describe soils borderline and borderline's points, and so the problem to delineate soils and ground seepage is solved.

针对KEM和实际工程中复杂土体的特点，本文建立了一套土层边界线编号和每条边界线上点号的规则，解决了复杂土体内各土层的数学描述问题以及土体内地下水渗流的数学描述问题。

In the last chapter, it focuses on studying a limit theorem about the first passagepercolation on the square lattice.

第四章研究了平面格点图上首达渗流的一个极限定理。

It can solve linear flow and non-linear flow problem.

由于非线性渗流油藏的特性与常规油

A kind of water saturation explanatory model of argillaceous sandstone is presented, including the formation water alteration during the lithification, and the argillaceous sandstone conductive volume as micro pore conductive volume occupied by the bound water and conductive volume in the effective pore.

认为泥质砂岩的导电体积由两部分组成，即完全被束缚水占据的微孔隙(孔喉半径小于 0 。1μm ，其中的流体不能渗流)导电体积和有效孔隙中被可动水、束缚水占据部分的导电体积，泥质砂岩的整个导电响应为二者之和，但二者导电体的导电特性不同，各有其不同的几何因子。

In Chapter 3,we study the Markov chain on supercritical site percolation process.

第三章中我们研究了在Z~d上Bernoulli点渗流网络上的马尔科夫链。

The exact solution and approximate analytical solution of the mathematical model for constant rate production are obtained by using Laplace transform.

引入异常扩散指数θ，运用该参数来刻画裂缝网络的连通状况，并能反映渗流发生在裂缝网络时的异常情况。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。