开采沉陷土体变形与孔隙水压相互作用研究进展

本文通过实验、实测和理论分析研究了开采沉陷土体变形与孔隙水压力之间的相互作用,结果表明,随着开采的进行,土体的应力变形发生变化造成了超静孔隙水压力的产生和消散,反映在土体变形上出现随开采时间延续而发展的附加压缩和膨胀变形,这种压缩或膨胀在土体的不同部位相互叠加,有时还叠加了底部含水层水位下降引起的地面下沉。这些结果揭示了厚松散含水层地区开采沉陷特殊性的机理,对开采沉陷预测及水体下采煤具有重要意义。     

饱和土体中压力隧洞衬砌-土相互作用解析研究

基于Biot理论，采用渗流一力学耦合模型研究分析了内水压力作用下饱和土体中压力隧洞衬砌一土的相互作用问题。假定衬砌和土体均为饱和多孔介质，且衬砌和土体完全接触。运用积分变换理论，在hplace变换域中得到了衬砌和土体中的应力、位移和孔隙水压力解答，并利用bplace数值逆变换得到时域中的解。文末的算例分析结果表明：(1)采用渗流一力学耦合模型能较好地反映隧洞衬砌与土体相互作用中应力和变形的随时间变化过程；(2)衬砌和土体的相对刚度对隧洞的计算结果有很大影响。     

透水与隔水夹层对粉质土液化影响试验研究

黄河三角洲沉积物以粉质土为主,循环荷载作用下隔水夹层与透水夹层的存在对粉质土孔压累积、消散及液化的影响如何,目前尚不清楚。本文针对4种隔水夹层与透水夹层的组合情况,利用现场原位振动和室内土样振动试验,研究隔水夹层与透水夹层的存在对循环荷载作用下黄河口粉质海床土液化过程影响,发现循环荷载导致黄河三角洲粉质土孔隙水压力、粒度成分、密度、含水量及孔隙比等物性指标发生的变化,因夹层的不同有明显的差异,并且其液化性能因夹层结构的不同而不同,有透水夹层时,相对提高了粉土的抗液化性能,隔水夹层则相反。     

水库诱震机制新理论的探索──断层带弱化与岩体软化效应诱震理论

针对走滑断层诱发的水库地震，建立了尖点突变模型，提出了发震的充要力学条件判据及地震释放能量的简单表达式。以突变理论分析为依据，建立了水库诱震机制的新假说，简称为断层带弱化与岩体软化效应诱震理论，较合理地解释了水库地震与岩性、构造、水位的关系及水库地震序列ｂ值的特征。本文的讨论从整体上深化了对水库诱震机制的认识。     

场地地震响应随机动力可靠性分析

本文针对地震响应的随机不确定性,将地震作用简化为随机过程,基于土体材料在随机动荷载作用下的破坏是各应力水平荷载产生损伤的累积结果,与荷载施加的先后次序无关,结合可靠度民随机振动理论。提出了运用累积损伤模型的地震响应动力可靠性分析法,并针对上海地区某地的软土地基,进行实列计算,比较了以累积损伤量评价地基动力破坏与其他的可靠度指标β值法,孔隙水压力比评价地基液化的计算结果,得到一些有意义的结论。     

黏弹性准饱和土中球空腔动力特性

在频率域内研究了内水压力作用下分数导数型黏弹性准饱和土中球空腔的稳态动力响应. 通 过引入与孔隙率有关的应力系数合理地确定了介质和孔隙水共同承担的内水压力值. 将土骨 架和衬砌分别视为具有分数导数本构模型的黏弹性体和多孔柔性材料, 基于Biot两相介质模 型, 通过引入位移势函数解耦得到了内水压力作用下分数导数型黏弹性准饱和土中半封闭球 形空腔的位移、应力和孔隙水压力解析表达式. 考察了物性和几何各参数对球形空腔动力响 应的影响, 结果表明: 分数导数本构模型更合理地描述了土体的动力学行为; 饱和度对应力 和孔隙水压力影响较大, 而对位移影响较小.     

基于尖点突变模型的地震液化和孔压研究

地震液化是一种严重的自然灾害，然而如何准确判断液化目前作的还很不成功。本文以经过持时修正的能量函数和经过粘粒及上覆压力修正的标贯击数为控制变量，以孔压发展为状态变量，根据液化的物理意义、室内孔压发展曲线的特点和国内外实测液化资料，建立了基于修正Zeeman突变方程的孔压液化发展模型。在此基础上，利用统计学中控制“弃真”概率的方法，确定了分叉曲线和新旧坐标之间的转换关系并且从统计的角度给出了不同土的孔压发展曲线。从孔压发展曲线看，对于R＞0的任何土，超静水压力均达不到1，其实这正好反映了宏观液化现象。在宏观震害中，只要有喷水冒砂现象即认为是液化，超静水压力只要能克服埋深而无须达到上覆压力即可使地下水到达地面从而显现宏观液化现象。检验结果表明这一模型是合理的。     

基于Lemaitre原理改进砂岩蠕变损伤模型研究

以煤矿巷道围岩（砂岩）为研究对象,采用MTS815.02岩石力学试验系统,对流固耦合蠕变过程中孔隙水压力作用机制展开研究,以伯格斯模型为基础,基于Lemaitre原理建立改进的伯格斯非线性蠕变损伤模型,可以得到如下主要结论：当围压越大,岩石蠕变最后一级荷载作用持续时间越长,相对经历衰减蠕变和稳定蠕变时间越长;且由最终一级破坏蠕变变形值可知,孔隙水压较小时,蠕变变形量相对较大,此时围压增大提升了岩石延性特性,但是孔隙水压增大却削弱了围压作用,由于孔隙水压使得岩石力学性能劣化,因而减少了岩石在破坏时蠕变变形量;随后基于Lemaitre原理建立的伯格斯非线性损伤蠕变模型,可以较好地描述岩石的衰减蠕变、稳定蠕变与加速蠕变阶段;且试验曲线与拟合曲线吻合度高,验证了本文所建立损伤流变模型的合理性．     

粉煤灰作为排水垫层筑坝的动力分析

淮南某电厂灰坝设计拟采用粉煤灰作为坝基排水垫层筑坝以节约资金。为研究其可行性,在已有的大量静力和动力特性试验研究基础上,对该灰坝在地震荷载作用下的动力反应进行研究。研究中以Biot波动方程为基础,考虑水土动力耦合作用和土体和非线性性质,引入地震孔隙水压力和残余变形项,把动力分析与动力渗流、液化发展及骨架变形加以综合考虑。研究表明,7°地震烈度条件下用本文配制的粉煤灰代替砂作为排水垫层筑坝是可行的。     

真空预压法加固吹填土的孔隙水压力试验研究

利用真空预压法处理吹填土时,孔隙水压力变化常常反映土体固结程度的好坏。通过6个模型箱试验,监测不同排水系统下孔隙水压力变化,确定有效排水体间距。研究发现0.4m间距的土内孔压下降效果比0.8m间距的土内孔压下降效果好; 排水体内的孔隙水压力与排水体类型有关,且距离排水体10cm处土体内的孔隙水压力仅为排水体内孔隙水压力的1/2弱; 滤膜排水系统中的吹填土孔隙水压力下降幅度最快,B型排水板系统次之,而砂井系统最慢。另外,对于吹填土而言,排水体有效间距介于0.4m与0.8m之间,其中滤膜的有效间距最大,B型排水板次之,砂井远小于前两者。     

FEM-FDM coupled liquefaction analysis of a porous soil using an elasto-plastic model

The phenomenon of liquefaction is one of the most important subjects in Earthquake Engineering and Coastal Engineering. In the present study, the governing equations of such coupling problems as soil skeleton and pore water are obtained through application of the two-phase mixture theory. Using au-p (displacement of the solid phase-pore water pressure) formulation, a simple and practical numerical method for the liquefaction analysis is formulated. The finite difference method (FDM) is used for the spatial discretization of the continuity equation to define the pore water pressure at the center of the element, while the finite element method (FEM) is used for the spatial discretization of the equilibrium equation. FEM-FDM coupled analysis succeeds in reducing the degrees of freedom in the descretized equations. The accuracy of the proposed numerical method is addressed through a comparison of the numerical results and the analytical solutions for the transient response of saturated porous solids. An elasto-plastic constitutive model based on the non-linear kinematic hardening rule is formulated to describe the stress-strain behavior of granular materials under cyclic loading. Finally, the applicability of the proposed numerical method is examined. The following two numerical examples are analyzed in this study: (1) the behavior of seabed deposits under wave action, and (2) a numerical simulation of shaking table test of coal fly ash deposit.     

临界超静孔压确定液化深度的方法研究

通过对地震时砂土层内超静孔压积累原理的研究, 提出了一种确定液化深度的方法, 并利用这一方法对 1976年唐山地震在沿海地区产生液化的深度进行了计算, 而且与实际资料进行了比较。     

2011年3月10日盈江5.8级地震诱发砂土液化灾害特征研究

2011年3月10日中缅边境附近的云南省德宏傣族景颇族自治州盈江县发生Ms5.8级地震,震源深度10km,造成25人死亡, 250人受伤, 13万人口受灾,众多构(建)筑物损毁,砂土液化广泛发育,约19km长的盈江河堤开裂。5.8级地震诱发如此大的次生灾害是近年来少有的。通过对本次地震地质背景和地质灾害调查分析,初步认识到:(1)本次地震是2011年初盈江4级震群继续增强活动的结果,近年来盈江地区地震群总体上呈现沿苏典断裂带从北至南逐渐迁移的趋势,本次地震是这一趋势的延续,位于苏典断裂南端,主余震显示本次地震破裂为苏典断裂与大盈江断裂的共轭破裂; (2)砂土液化是本次盈江地震震损严重的主要原因之一,在地表产生喷沙冒水、砂土体侧向滑动、地面开裂和下沉等次生地质灾害,对房屋、江堤、道路、水利设施和电线杆等构(建)筑物造成了较大破坏作用; (3)砂土液化主要发育在大盈江全新世粉细砂冲积层分布区,严重液化区主要为盈江的老河道,构(建)筑物损毁程度与液化区范围和强度有较好的对应关系,而晚更新世砂砾地层作为盈江的二级阶地不仅地势高、防洪能力强,其地基基础承载力高,抗砂土液化能力强,是盈江盆地内工程地质条件较好的地块,未发现砂土液化且构(建)筑震损轻微,可作为当地城镇未来规划发展的首选区域。     

CONSOLIDATION HEORY OF UNSATURATED SOIL BASED ON THE THEORY OF MIXTURE(Ⅰ)

Unsaturated soil is a three-phase media and is composed of soil grain, water and gas. In this paper, the consolidation problem of unsaturated soil is investigated based on the theory of mixture. A theoretical formula of effective stress on anisotropic porous media and unsaturated soil is derived. The principle of effective stress and the principle of Curie symmetry are taken as two fundamental constitutive principles of unsaturated soil. A mathematical model of consolidation of unsaturated soil is proposed, which consists of 25 partial differenfial equations with 25 unknowns. With the help of increament linearizing method, the model is reduced to 5 governing equations with 5 unknowns, i.e., the three displacement components of solid phase, the pore water pressure and the pore gas pressure. 7 material parameters are involved in the model and all of them can he measured using soil tests. It is convenient to use the model to engineering practice. The well known Biot’s theory is a special case of the model.     

The nonlinear dynamical hypothesis in science education problem solving: a catastrophe theory approach

The current study tests the nonlinear dynamical hypothesis in science education problem solving by applying catastrophe theory. Within the neo-Piagetian framework a cusp catastrophe model is proposed, which accounts for discontinuities in students' performance as a function of two controls: the functional M-capacity as asymmetry and the degree of field dependence/independence as bifurcation. The two controls have functional relation with two opponent processes, the processing of relevant information and the inhibitory process of dis-embedding irrelevant information respectively. Data from achievement scores of freshmen at a technological college were measured at two points in time, and were analyzed using dynamic difference equations and statistical regression techniques. The cusp catastrophe model proved superior (R(2)=0.77) comparing to the pre-post linear counterpart (R(2)=0.46). Besides the empirical evidence, theoretical analyses are provided, which attempt to build bridges between NDS-theory concepts and science education problem solving and to neo-Piagetian theories as well. This study sets a framework for the application of catastrophe theory in education.     

CONSOLIDATION HEORY OF UNSATURATED SOIL BASED ON THE THEORY OF MIXTURE(Ⅰ)

Unsaturated soil is a three-phase media and is composed of soil grain,water andgas.In this paper,the consolidation problem of unsaturated soil is investigated basedon the theory of mixture.A theoretical formula of effective stress on anisotropicporous media and unsaturated soil is derived.The principle of effective stress and theprinciple of Curie symmetry are taken as two fundamental constitutive principles ofunsaturated soil.A mathematical model of consolidation of unsaturated soil isproposed,which consists of25 partial differenfial equations with25 unknowns.Withthe help of increament linearizing method,the model is reduced to5 governingequations with5 unknowns,i.e.,the three displacement components of solid phase,thepore water pressure and the pore gas pressure.7 material parameters are involved inthe model and all of them can be measured using soil tests.It is convenient to use themodel to engineering practice.The well known Biot’s theory is a special case of themodel.     

A Cusp Catastrophe Model for Adolescent Alcohol Use: An Empirical Test

The current study was designed to assess the usefulness of a cusp catastrophe model in predicting adolescent alcohol use. The model suggests that dispositions should be viewed as a normal parameter in a cusp catastrophe model and situational pressure serves as a splitting parameter. This conceptualization predicts that as situational pressure increases a bimodal distribution in the underlying behavior should result. Statistical analyses revealed that the cusp model was a better predictor of alcohol use than the alternative linear models. These findings suggest that the modeling of situational pressure variables should be reexamined from within this new framework.     

A discrete element model for simulating saturated granular soil

A numerical model is developed to simulate saturated granular soil, based on the discrete element method. Soil particles are represented by Lagrangian discrete elements, and pore fluid, by appropriate discrete elements which represent alternately Lagrangian mass of water and Eulerian volume of space. Macro-scale behavior of the model is verified by simulating undrained biaxial compression tests. Micro-scale behavior is compared to previous literature through pore pressure pattern visualization during shear tests. It is demonstrated that dynamic pore pressure patterns are generated by superposed stress waves. These pore-pressure patterns travel much faster than average drainage rate of the pore fluid and may initiate soil fabric change, ultimately leading to liquefaction in loose sands. Thus, this work demonstrates a tool to roughly link dynamic stress wave patterns to initiation of liquefaction phenomena.