非稳定渗流条件下非饱和土边坡稳定分析

大量的滑坡灾害表明, 水的作用是影响边坡失稳的重要原因,合理地评价边坡的稳定性,需考虑边坡基质吸力场的变化与水的渗流作用。通过稳定与非稳定渗流条件下的非饱和土堤算例,探讨了Bishop和Fredlund非饱和土抗剪强度公式应用于强度折减有限元法的差异,并与极限平衡法的结果进行对比。结果表明,Bishop和Fredlund非饱和土抗剪强度公式的本质是相同的,而从非稳定渗流条件下的分析结果来看,强度折减有限元法分析的安全系数与极限平衡法分析临水坡和背水坡安全系数的最小值相当接近,强度折减有限元法更适合分析边坡的整体稳定性。此外,采用Bishop强度公式可以通过用饱和度代替基质吸力参数来体现基质吸力对强度的影响,在分析饱和度较高的非饱和土边坡稳定性时较为方便。     

Rotational–translational mechanism for the upper bound stability analysis of slopes with weak interlayer

The presence of a weak interlayer has usually an adverse effect on the slope stability. However, the rotational failure mechanism in the conventional upper bound limit analysis cannot rationally describe the sliding of the failure mass along the weak interlayer. Therefore, a new failure mechanism was proposed in this study to evaluate the stability of slopes with weak interlayers using the upper bound limit analysis and the associated factor of safety was determined by the shear strength reduction technique. The new failure mechanism is comprised of rigid blocks undergoing rotational or translational movements, instead of the rotational movement in the conventional failure mechanism. It has also been extended to the stability analysis of slopes in presence of stabilizing piles and pore water pressures. Case studies were carried out on actual slopes with weak interlayers. The proposed rotational–translational failure mechanism was verified by the shear strength reduction finite element method (SSRFEM). Comparisons demonstrate the reliability of limit analysis method with the proposed rotational–translational failure mechanism for slopes with weak interlayers and therefore it can be used as a simple evaluation method for the engineering design.     

地下水位上升下黄土斜坡稳定性分析

黄土高原一些地区,由于塬上引水灌溉使得地下水位不断抬升,造成黄土滑坡频繁发生。地下水位变化严重影响着黄土斜坡的稳定性。基于饱和-非饱和渗流理论和延伸的摩尔-库伦破坏准则,结合室内饱和和非饱和试验结果,针对泾阳南塬一典型黄土斜坡,考虑地下水位上升情况下,对其进行了瞬态饱和-非饱和渗流分析;然后将计算得到的瞬态孔隙水压力分布用于斜坡的极限平衡分析。结果表明:地下水位上升对暂态渗流场和斜坡稳定性有明显影响;考虑非饱和渗流和吸力强度的边坡稳定分析方法更加符合实际情况。     

多层边坡破坏机制数值模拟研究

通过大量的多层边坡算例来分析FLAC3D强度折减法在不同强度、坡比和层厚的情况下所得安全系数与滑动面位置的变化规律,并与极限平衡法进行对比,探究强度折减法和极限平衡法所得结果产生差异的原因,揭示多层边坡的破坏机制。数值模拟计算结果表明:①对于上层土体强度较软的边坡,当上下层强度相差到一定程度,表现为上层破坏,强度折减法与极限平衡法的安全系数相对差值最大,达5%~7%;上层土体厚度h增加时,安全系数逐渐减小;上层土体位于地表以下时,滑动面通过坡趾,安全系数保持不变。②对于下层土体强度较软的边坡,当上下层强度相差到一定程度,强度折减法所得安全系数基本保持不变,但极限平衡法仍保持增长趋势,最大相对差值可达12%;上层土体厚度h增加时,安全系数也相应增大,h位于9~12 m,边坡表现为深层破坏;而h=12 m时,极限平衡法的滑动面却通过坡趾,但安全系数相差很小。当h的变化范围在3~5 m,两种方法的安全系数相对差值最大,达6%~10%。破坏区分布分析表明,边坡呈拉伸-剪切复合破坏,对于下层土体强度较软的边坡,复合破坏模式更显著,与单一剪切破坏模式相比,最大有10%左右的相对差值。     

物质点强度折减法及其在边坡中的应用

物质点法适用于模拟连续介质大变形,如边坡失稳全过程。在物质点法中应用强度折减法,用于边坡稳定性评价。与极限平衡法相比,二者安全系数计算值、滑动面位置结果基本一致;与有限元强度折减法相比,物质点法失稳评价标准的物理意义明确。利用物质点法大变形计算优势,评价边坡失稳后的破坏后果,通过算例说明其评价不同安全系数下的滑坡堆积形态及滑移距离的能力,尤其是评价滑坡对临近建筑物的影响程度的能力。物质点强度折减法可用于边坡稳定性评价及边坡破坏后果评价。     

基于聚类分析的边坡稳定性研究

在边坡稳定性分析中,滑面搜索方法对于得到边坡的稳定性系数至关重要。现今两种常用的边坡稳定性分析方法,极限平衡法以及强度折减法,可以得到极限应力状态下边坡的潜在滑面。而为了评价边坡在当前应力场下的稳定性,提出一种基于聚类分析概念的滑面搜索方法。这种方法综合考虑了边坡各点的位移以及点安全系数,采用K均值聚类法将具有相近性质的点进行分类,把边坡体分为潜在危险区以及稳定区。潜在危险区的边界即为边坡在当前应力状态下的潜在滑面,并运用矢量和方法计算得到其稳定性系数。采用上述方法对3个算例进行验算,并与极限平衡法以及强度折减法进行对比。结果表明：（1）基于聚类分析的边坡稳定性评价方法具有较好的合理性和可靠性;（2）当边坡处于临界状态附近,通过聚类分析得到的潜在滑面与其他两种方法得到的滑面基本一致;当边坡处于较稳定状态时,当前应力状态下的潜在滑面要比强度折减法得到的滑动带范围要更深更广,但求出的稳定性系数也较高;当存在软弱夹层时,矢量和计算出的滑面更为陡峻,稳定性系数比其他两种方法的结果要小。     

水力作用下岩质斜坡破坏机制和稳定性分析研究现状

基于国内外研究现状和岩质滑坡案例,总结出岩质滑坡的水力致灾机制,归纳考虑水力作用下的岩质斜坡主要失稳破坏模式,评述了岩质斜坡稳定性分析方法。岩质滑坡的水力致灾机制主要由于水对滑体产生的静水压力（岩体侧面的推力、滑面的扬压力和岩体的浮力）和动水压力（向坡外的渗透力）作用。从渗流—应力耦合的角度可较全面评价水渗流对坡体稳定性的影响。斜坡的岩体结构决定了水力作用方式和坡体的失稳破坏形式,考虑水力作用下的岩质斜坡失稳破坏形式主要有:顺层滑动、平推式滑动、楔形体滑移和危岩的崩塌。对于水力作用下岩质斜坡的稳定性分析方法主要有极限平衡法、有限元强度折减法、基于断裂力学的危岩稳定性分析法和渗流—应力耦合模型分析法,其中前两种方法应用较为广泛。      

内撑式支护的软土基坑开挖抗隆起稳定性分析

采用强度折减法有限元方法（SSRFEM）,分析了不排水条件下软土地基中内撑式排桩支护基坑开挖的抗隆起稳定性,并研究了软土不排水抗剪强度、支护结构条件、基坑尺寸对基底抗隆起的影响。研究表明,以往通常采用的极限平衡公式,对基坑开挖基底抗隆起稳定分析不能完全考虑支护结构的影响,也不能考虑基坑侧壁位移的影响,在一些条件下误差较大,而SSRFEM分析方法是求解基坑极限状态实际而自然的破坏形式,可很好地分析基底隆起稳定性。     

Stability investigation of hill cut soil slopes along National highway 222 at Malshej Ghat,Maharashtra

The section of about 12 km of National highway 222 passing through the Malshej Ghat experience frequent slope failure due to complex geological condition, heavy rainfall and slope geometry. The area is part of Western Ghat Deccan trap and slope masses are made of basalt and its weathered crust (debris/soil). The soil slope failure problem mainly occur in rainy seasons due to induced pore water pressure and reduced strength of the slope mass. The present study has been carried out to investigate the slope forming material and assess the stability of soil slopes by numerical approach. For the identification of the vulnerable zones, field study has been carried out and five vulnerable soil slopes identified namely MGS1, MGS2, MGS3, MGS4 and MGS5 on the basis of degree of weathering and slope geometry. The laboratory experiments were carried out to determine the strength properties of the geomaterials. All the input variables acquired from the field and laboratory experiments have been used for numerical simulation, which was performed with the help of limit equilibrium method (LEM) and finite element method (FEM). Numerical analysis provides understanding of the slope behaviour and illustrates that MGS1 and MGS3 are stable slopes, MGS2 and MGS4 are critically stable, whereas, slope MGS5 is unstable. This study recommend the protection of soil slopes and suggest that more detailed investigation is required for long term remedial measures to prevent risk of damage in Malshej Ghat.     

考虑非均质各向异性效应的阻滑桩加固土坡稳定性分析

基于极限分析上限定理与土的抗剪强度折减系数概念,考虑土的强度分布的非均质性与各向异性, 建立了土坡的极限平衡状态方程,由此确定土坡的稳定安全系数及其相应的潜在破坏模式。对于在给定的荷载条件下不能满足抗滑稳定性要求的土坡,考虑采用阻滑桩加固方式,根据桩侧有效土压力的合理分布模式确定桩体与滑动面相交的截面上等效抗滑力和抗滑力矩,考虑土的强度非均质性与各向异性的条件,利用极限分析上限定理建立阻滑桩加固土坡的极限平衡状态方程,将桩侧土压力作为目标函数,运用数学规划方法确定极限平衡状态时的临界桩侧有效土压力。通过大量的变动参数对比计算,探讨了土的强度的非均质性与各向异性等因素对阻滑桩桩侧极限抗力及最优加固位置的影响。     

非饱和膨胀土边坡的稳定性分析

为了提高非饱和膨胀土边坡的稳定,采用了土工膜覆盖边坡表面的方法.基于非饱和渗流理论,采用有限元程序对用膜覆盖和不覆盖的边坡分别进行了降雨蒸发干湿循环条件下的数值分析.在计算结果基础上,采用极限平衡法分析了边坡的稳定性.结果表明,用膜覆盖后边坡能长期保持非饱和状态,土体吸力较高,其稳定安全系数明显高于无膜保护的边坡,用复合土工膜覆盖边坡有利于提高非饱和膨胀土边坡的稳定.     

Slope stability analysis by SRM-based rock failure process analysis (RFPA)

The fundamental principles of the strength reduction method (SRM) are incorporated into the rock failure process analysis (RFPA) code to produce an RFPA–SRM method for analysing the failure process and stability of rock and soil slopes. The RFPA–SRM method not only satisfies the global equilibrium, strain-consistent, and non-linear constitutive relationship of rock and soil materials but also takes into account the heterogeneous characteristics of materials on the micro- and macro-scales. When the proposed method is used for slope stability analysis, both the critical failure surface and the safety factor can be obtained directly without any assumptions regarding the shape and location of the failure surface. The numerical results agree well with those obtained using conventional limit equilibrium and other FEM strength reduction methods. The proposed technique is applied to a number of more complex cases, including slopes in mixed rock–soil formations, rock layer formations, and highly jointed rock masses. It is shown that the RFPA–SRM method can describe the mechanism of failure of slopes and has potential applications in a large range of geoengineering problems.     

降雨条件下滴水崖Ⅰ号滑坡瞬态稳定性分析

根据选定的实测月降雨资料,利用径流渗流耦合理论,对滴水崖Ⅰ号滑坡进行了降雨入渗坡体渗流场数值计算。利用非饱和土强度理论,基于GLE通用条分法,分别利用天然状态强度参数和饱和状态强度参数计算了其安全系数,并对其稳定性进行了评价,为瞬态稳定性分析提供了基准。然后调用不同降雨时段的径流渗流计算结果对滑坡瞬态稳定性进行了计算和分析,研究了水分在坡体内的运移对滑坡稳定性的时间空间影响,同时分析了降雨入渗对坡体岩土渗透特性造成的影响和对坡面径流的影响。     

Probabilistic analysis of simple slopes with cohesive soil strength using RLEM and RFEM

The 2D random finite element method and the one-dimensional and 2D random limit equilibrium method are used to investigate the influence of spatial variability of soil strength parameters on the probability of failure of simple soil slopes with cohesive undrained shear strength. The combined influence of spatial variability of soil properties and cross-correlation between undrained soil strength and unit weight on the computed probability of failure is explored. The paper identifies conditions where numerical outcomes are similar and where they are not. The limitations of each analysis method are described and implications to analysis and design are identified.

Abbreviations: FEM: finite element method; LEM: limit equilibrium method; RFEM: random finite element method; RLEM: random limit equilibrium method     

Reinforcing mechanism of anchors in slopes: a numerical comparison of results of LEM and FEM

This paper reports the limitation of the conventional Bishop's simplified method to calculate the safety factor of slopes stabilized with anchors, and proposes a new approach to considering the reinforcing effect of anchors on the safety factor. The reinforcing effect of anchors can be explained using an additional shearing resistance on the slip surface. A three‐dimensional shear strength reduction finite element method (SSRFEM), where soil–anchor interactions were simulated by three‐dimensional zero‐thickness elasto‐plastic interface elements, was used to calculate the safety factor of slopes stabilized with anchors to verify the reinforcing mechanism of anchors. The results of SSRFEM were compared with those of the conventional and proposed approaches for Bishop's simplified method for various orientations, positions, and spacings of anchors, and shear strengths of soil–grouted body interfaces. For the safety factor, the proposed approach compared better with SSRFEM than the conventional approach. The additional shearing resistance can explain the influence of the orientation, position, and spacing of anchors, and the shear strength of soil–grouted body interfaces on the safety factor of slopes stabilized with anchors. Copyright © 2003 John Wiley & Sons, Ltd.     

考虑饱和-非饱和渗流的土坡极限分析

给出了均质土坝的下游坝坡的安全系数的计算方法。均质土坝的下游坝坡有可能会通过滑裂面发生破坏。土坝中的土坡通常处于非饱和状态。非饱和土坡的安全系数计算需要考虑吸力对抗剪强度的贡献以及土坡中的非饱和渗流。给出处于饱和-非饱和渗流状态下的土坡的安全系数,有助于评价均质土坝的安全系数。下游坝坡的安全系数计算方法有：极限平衡法、上限解法和下限解法,该算法适用于非饱和土坡,且是在饱和土坡安全系数的计算方法上修正得到的。算例中非饱和土坡安全系数的计算考虑了吸力对抗剪强度的贡献。考虑非饱和渗流理论的土坡安全系数计算方法通常更加接近现场实际情况,并且对于同一坝坡,考虑非饱和渗流计算出的土坡安全系数要比饱和渗流理论计算出的安全系数大。     

降雨条件下软岩边坡渗流-软化分析方法及其灾变机制

降雨条件下软岩边坡的灾变问题是滑坡领域研究的热点与难点。采用间接耦合法进行软岩边坡降雨入渗分析,根据软岩边坡非饱和渗流-应力计算原理,建立了软岩边坡渗流效应分析方法;将软岩抗剪强度的遇水软化特征动态赋予暂态饱和区中对应的软岩体,模拟降雨渗流条件下软岩边坡的软化效应;将渗流与软化相结合,建立基于暂态饱和区的软岩边坡降雨-渗流-软化-灾变的数值分析方法,并用于实例边坡的降雨灾变机制分析。结果显示,软岩边坡潜在滑动面深度随时间逐渐变浅,安全系数-时程曲线呈反向复曲线形态,当边坡开始软化时曲线上出现拐点。边坡稳定性计算结果与实际情况基本相符,表明思路与方法具有一定正确性,可为软岩边坡治理方案设计提供理论依据。     

膨胀土边坡非饱和渗流及渐进性破坏耦合分析

膨胀土边坡受降雨影响产生膨胀变形,是典型的非饱和土多场耦合问题。为探究降雨入渗对其渐进性破坏的失稳过程,基于饱和-非饱和渗流理论、膨胀土弹塑性本构关系和应变软化理论,利用应变软化模型、FLAC3D二次开发平台和内置FISH语言,提出了一种综合考虑非饱和渗流、膨胀变形和应变软化的多场耦合数值分析法。结合工程实例,通过该方法探讨了降雨入渗条件下膨胀土边坡非饱和渗流、位移响应及渐进性破坏的变化规律。结果表明:膨胀变形和应变软化受控于非饱和渗流的时空分布,对边坡位移响应过程影响显著,也易导致饱和-非饱和分界带形成剪应力集中区。膨胀土边坡渐进性破坏由局部破坏转变为整体性失稳,其塑性破坏区首先随悬挂型暂态饱和区的变化向坡内扩展,雨后逐渐形成第二条由坡脚向坡顶扩展的滑动带,呈现出多重滑动性和后退牵引式的破坏特征。     

基于SWCC试验数据的坝体非饱和非稳态渗流与稳定性研究

饱和-非饱和状态是土存在于自然界的真实状态,描述和解释这种状态的非饱和土力学理论在土石坝渗流、污染物传输、冻土渗流相变、边坡和路基稳定性分析等领域有着广泛的应用。非饱和土的土水特征曲线(SWCC)是非饱和土力学研究的基本内容之一,对非饱和土体渗流和稳定性分析至关重要。采用Python语言开发了非饱和渗流与稳定性分析软件包USSA和非饱和土土水特征曲线试验数据处理和模型拟合界面。对非饱和土的土水特征曲线数据进行处理,以模型拟合参数作为基本输入进行非饱和渗流场的模拟,再到非饱和土的稳定性分析,详细呈现了非饱和土渗流与稳定性分析及软件开发的全过程。基于SWCC模型的拟合参数对坝体渗流稳定性进行了分析,分析结果表明水位变化过程中坝体两侧斜坡具有明显不同的稳定性演化规律。当采用有限元强度折减法进行非饱和土斜坡稳定性分析时,最终安全系数为所有边坡安全系数演化曲线的最低包络线。     

降雨入渗下强风化软岩高填方路堤边坡稳定性研究

降雨入渗是影响边坡稳定性、导致边坡失稳的最主要和最普遍的环境因素。强风化软岩用于高填方路堤填土边坡时,填土的压实度直接影响路堤土的渗透性和强度。利用饱和与非饱和渗流有限元模拟降雨入渗时高填方路堤的暂态渗流场,将计算得到的暂态孔隙水压力分布用于边坡的极限平衡分析,并考虑基质吸力对非饱和土抗剪强度的影响。探讨降雨强度、持时和压实度对边坡稳定性的影响。研究表明,强风化软岩用于高填方路堤压实度不能低于90 %;当暴雨强度为200 mm/d时,边坡就会失稳。其成果将为高填方路堤边坡防护设计提供科学依据。