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1.
强降雨作用下基岩型层状边坡易发生失稳破坏,给人们生命财产造成重大损失。为探索基岩型层状边坡的降雨入渗过程,以Green-Ampt入渗模型为基础,考虑了边坡几何特征及饱和带渗流作用,得到了边坡不同入渗阶段入渗率和湿润峰深度的计算式,建立了适用于基岩型层状边坡的降雨入渗计算模型;在分析基岩型层状边坡稳定性时,考虑了饱和带的渗流作用,联合降雨入渗模型与极限平衡法,分析了基岩面与湿润峰面稳定性的变化规律,得到了计算基岩型层状边坡安全系数的解析表达式;结果表明,该模型的计算与试验结果具有一致性。利用该计算模型与传统计算方法对张家湾滑坡进行了强度为30 mm/h的降雨入渗与稳定性分析,得到了不同计算方法下张家湾滑坡湿润峰深度及安全系数随降雨历时增加而发生的变化规律,结果表明该计算模型在分析基岩型层状边坡稳定性时优于传统分析方法。  相似文献   

2.
大量研究表明,主要且直接诱发边坡失稳的主要因数是降雨,雨水入渗对非饱和土质边坡稳定性的影响最大。分析非饱和黏土边坡基质吸力和渗流场影响,采用有限元软件FLAC2D建立非饱和黏土边坡的数值模型,研究计算在降雨强度不同条件下,降雨时间相同和降雨总量相同这两种情况对边坡稳定性的影响。结果表明:非饱和黏土边坡内部的剪应变增量随降雨强度的变大而增大,边坡的位移也和降雨强度呈正相关关系,降雨强度越大越容易造成黏土边坡表层失稳。  相似文献   

3.
《岩土力学》2017,(Z2):236-240
针对黄土边坡在降雨条件下易发生浅层滑塌失稳破坏问题,探讨降雨入渗及日照蒸发条件下非饱和黄土边坡内水热变化过程。利用填筑室内黄土边坡模型,通过控制降雨–日照循环条件,对黄土边坡模型中温度、水分及坡面位移进行监测,结果表明,非饱和黄土边坡模型在外界降雨–日照条件下其内部温度及含水率的影响范围在30~40 cm之间,其影响深度是有限的,说明通常在降雨入渗作用下黄土边坡失稳破坏的深度有限,多为浅层滑塌破坏;边坡模型的表面位移随着降雨日照条件变化而发生轻微膨胀或收缩。  相似文献   

4.
樊有维  章羽  金雪莲  马云桥 《岩土力学》2006,27(Z1):1097-1102
采用有限元法分析了非饱和均质各向异性土坡中的降雨渗透过程和土水相互作用的变化过程,使用修改的Mohr-Coulomb破坏准则考虑非饱和土的抗剪强度,根据基质吸力变化引起抗破坏强度变化的原理,寻找最危险的滑移面位置,计算最小稳定安全系数,研究了土坡遭受降雨渗透时的安全稳定问题。实例分析结果表明,该法在评判降雨时非饱和土坡的稳定性方面是合理可行的。同时分析数据表明裂隙的存在对土质边坡稳定性的影响是显著的,在对雨水入渗的土边坡稳定性分析时,必须考虑裂隙的影响。  相似文献   

5.
根据目前边坡失稳案例统计,导致边坡失稳破坏的原因多为降雨入渗,目前大多学者对自然边坡在降雨入渗条件下的失稳机理做了大量研究,但是对于不同降雨入渗条件下边坡加固结构及其稳定性是如何随降雨强度的变化而发生改变的研究却较少。以云南昆明某边坡为研究对象,考虑土体饱和-非饱和渗流理论及非饱和强度理论,通过有限元软件MIDAS-GTS分析研究降雨动态过程中边坡加固结构内力的变化规律及边坡的稳定性变化规律。研究发现:①当降雨时长一定时,降雨强度越大,非饱和区越小,负孔隙水压力降低越明显,安全系数越差;②随着降雨入渗的进行,边坡下滑力增大,抗滑力逐渐变小;③降雨入渗对原始边坡的稳定性影响较大,但是对加固后边坡的稳定性影响相对较小;④预应力锚索轴力随着降雨时长增大而增大,当降雨时长一定时,锚索轴力随降雨强度增大而增大。  相似文献   

6.
降雨作用下,边坡土体的饱和度及含水率升高,基质吸力减小。随着降雨历时的增长,雨水入渗深度对坡体的稳定性产生影响。然而传统多层结构边坡的入渗计算方法并未考虑随入渗深度不断变化的基质吸力与层间积水点的形成,且忽略饱和层内沿坡体层面流动的部分雨水对入渗过程的影响,亦未考虑潜在滑动面位置随降雨历时的变化。将入渗过程分解为若干个子过程,并基于Green-Ampt(G-A)入渗模型对传统多层结构边坡的入渗计算方法进行改进,以对每个子过程进行求解,最后将其合并为整体入渗过程的解。在此基础上对层间积水点的形成时刻进行计算,进而分析雨水入渗深度与时间的关系,并研究降雨强度与雨水入渗深度对边坡不同位置处(湿润锋、饱和层)稳定系数和滑动面位置的影响。研究表明:(1)基于G-A模型的改进计算方法所得结果比传统多层结构边坡入渗计算方法所得结果更接近于数值模拟结果。(2)对于多层结构土质边坡,其安全系数随着雨水入渗深度的增加不断降低,并且在层间积水点形成时产生突变现象。(3)随着降雨历时和降雨强度的增大,边坡中潜在滑动面位置会产生变化,前期潜在滑动面位置出现在湿润锋处,后期则出现在饱和层交界面处。该方法提高了多层结构边坡传统降雨入渗计算方法的精度,更加全面的对多层结构边坡的稳定性进行评价,其工程应用范围亦得到进一步扩大  相似文献   

7.
近年来,随着“治沟造地”和“固沟保塬”等工程在黄土高原的陆续开展,出现了许多直线型黄土填方边坡。降雨是诱发边坡失稳的重要因素,但对降雨诱发直线型黄土填方边坡变形演化特征和破坏模式的研究较少。以直线型黄土填方边坡为研究对象,通过传感器监测、三维激光扫描和人工降雨,开展室内降雨模型试验,记录了降雨入渗下边坡内部水文响应特征和边坡失稳破坏过程,并对湿润锋、土颗粒运移、坡体内部变形响应、裂缝演化特征及破坏模式进行了分析。试验结果表明:随着降雨入渗,湿润锋达到后,体积含水率增加,并在峰值后保持稳定,而基质吸力则减小,到达最低点后保持稳定。冲沟对填方边坡的影响较大,它的发育改变了坡体内含水率特征,同时也是控制边坡整体滑动的边界;边坡变形响应区域主要是以填方边坡前缘堆积区和后缘滑塌区为主;裂缝演化方向由边坡前缘向后缘发展,它的发育为雨水入渗提供优势通道,同时也加剧边坡的变形破坏;降雨形成的水动力驱使坡体中细颗粒从填方边坡后缘向前缘流失,减弱了土体颗粒之间的胶结能力,使其抗剪强度降低,进而使边坡失稳破坏。因此,在降雨入渗下,直线型黄土填方边坡的变形破坏模式为:坡顶冲沟破坏、坡脚软化→局部牵引坍塌、整体失稳→块体分割、流滑破坏。研究结果可为直线型黄土填方边坡的工程建设和滑坡灾害防治提供理论参考。  相似文献   

8.
设计一种可以测量土体体积含水率的降雨入渗试验模型,通过试验得到土体初始含水率分布状态以及降雨入渗条件下土体含水率变化规律。在此基础之上,结合非饱和土抗剪强度理论与极限平衡理论,得到降雨入渗条件下土质边坡浅层稳定性计算方法。对杭新景高速公路七里连接线工程沿线土质边坡稳定性进行分析,具体结论如下:(1)可采用含水率分布参数A、修正系数α、β表征的反比例函数表示自然状态下土体的初始含水率分布规律。(2)含水率分布参数对边坡稳定性影响表现为随着A值的增大,边坡初始稳定性逐渐下降,边坡受降雨影响的敏感程度也随之下降。(3)降雨强度相同时,初始表面含水率越大引起边坡失稳所需的降雨时间越短;降雨时间相同时,初始表面含水率越大引起边坡失稳所需的降雨强度越小。(4)在相同地下水位条件下,边坡降雨强度与导致边坡失稳所需的降雨时间成反比。  相似文献   

9.
张天龙  曾鹏  李天斌  孙小平 《岩土力学》2020,41(9):3098-3108
相较于极限平衡法,强度折减法在计算边坡稳定性系数上有许多优势,但更大的计算量在一定程度上限制了其在边坡可靠度分析中的应用。为了有效地减少可靠度分析中数值模型的计算次数,以减轻使用强度折减法所带来的计算压力,引入了基于主动学习径向基函数(ARBF)代理模型的高效分析方法:利用主动学习函数在极限状态面附近搜索训练样本更新代理模型,加快模型训练的收敛速度;采用线性核径向基插值函数简化模型参数优化过程,建立简洁、稳定的代理模型。此外,为了充分发挥主动学习代理模型的优势,提出针对土质边坡特性的初始采样策略。当得到稳定的代理模型后,结合蒙特卡罗模拟计算边坡的系统失稳概率。作为对比,基于两个典型边坡算例,测试了两种经典的可靠度方法:主动学习克里金模型(AK)和二次响应面法(QRSM),论证了引入的主动学习径向基函数代理模型在计算效率上的高效性和计算模型上的稳定性。  相似文献   

10.
坡面形态对边坡表面应力状态影响显著,而应力状态与边坡稳定性密切相关。以往的降雨入渗模型仅考虑直线形态的边坡,并没有考虑边坡为曲线形态的情况。将Mein-Larson入渗模型与坡形函数相结合,推导降雨作用下凹形边坡的入渗函数,结合极限平衡分析方法,提出一种凹形边坡稳定性计算模型。同时根据坡形拟合与坡形简化的思路,将实际边坡分别当作成凹形边坡和直线边坡进行研究。研究结果表明:湿润锋入渗深度与降雨时间呈线性关系,湿润锋面在不同降雨时刻下均与坡面平行。将实际边坡当作凹形边坡进行分析时,其降雨入渗规律更符合实际情况;当降雨时间为10天时,浅层斜坡模型得到的计算结果为0.95,而本文计算模型与数值模拟得到的稳定性系数分别为1.004和1.003,相对误差不超过1%。因此与以往提出的计算模型相比,该模型不仅考虑了实际边坡的坡面形态,而且具有计算简便、可靠度较高等特点。  相似文献   

11.
Rainfall-induced landslides occur during or immediately after rainfall events in which the pore water pressure builds up, leading to shallow slope failure. Thereby, low permeability layers result in high gradients in pore water pressure. The spatial variability of the soil permeability influences the probability such low permeability layers, and hence the probability of slope failure. In this paper, we investigate the influence of the vertical variability of soil permeability on the slope reliability, accounting for the randomness of rainfall processes. We model the saturated hydraulic conductivity of the soil with a one-dimensional random field. The random rainfall events are characterised by their duration and intensity and are modelled through self-similar random processes. The transient infiltration process is represented by Richards equation, which is evaluated numerically. The reliability analysis of the infinite slope is based on the factor of safety concept for evaluating slope stability. To cope with the large number of random variables arising from the discretization of the random field and the rainfall process, we evaluate the slope reliability through Subset Simulation, which is an adaptive Monte Carlo method known to be especially efficient for reliability analysis of such high-dimensional problems. Numerical investigations show higher probability of slope failure with increased spatial variability of the saturated hydraulic conductivity and with more uniform rainfall patterns.  相似文献   

12.
考虑参数空间变异性的非饱和土坡可靠度分析   总被引:2,自引:0,他引:2  
在考虑多个土体参数空间变异性的基础上,提出了基于拉丁超立方抽样的非饱和土坡稳定可靠度分析的非侵入式随机有限元法。利用Hermite随机多项式展开拟合边坡安全系数与输入参数间的隐式函数关系,采用拉丁超立方抽样技术产生输入参数样本点,通过Karhunen-Loève展开方法离散土体渗透系数、有效黏聚力和内摩擦角随机场,并编写了计算程序NISFEM-KL-LHS。研究了该方法在稳定渗流条件下非饱和土坡可靠度分析中的应用。结果表明:非侵入式随机有限元法为考虑多个土体参数空间变异性的非饱和土坡可靠度问题提供了一种有效的分析工具。土体渗透系数空间变异性和坡面降雨强度对边坡地下水位和最危险滑动面位置均有明显的影响。当降雨强度与饱和渗透系数的比值大于0.01时,边坡失效概率急剧增加。当土体参数变异性或者参数间负相关性较大时,忽略土体参数空间变异性会明显高估边坡失效概率。  相似文献   

13.
Rainwater infiltration during typhoons tends to trigger slope instability. This paper presents the results of a study on slope response to rainwater infiltration during heavy rainfall in a mountain area of Taiwan. The Green-Ampt infiltration model is adopted here to study the behavior of rainwater infiltration on slopes. The failure mechanism of infinite slope is chosen to represent the rainfall-induced shallow slope failure. By combining rain infiltration model and infinite slope analysis, the proposed model can estimate the occurrence time of a slope failure. In general, if a slope failure is to happen on a slope covered with low permeability soil, failure tends to happen after the occurrence of the maximum rainfall intensity. In contrast, slope failure tends to occur prior to the occurrence of maximum rainfall intensity if a slope is covered with high-permeability soil. To predict the potential and timing of a landslide, a method is proposed here based on the normalized rainfall intensity (NRI) and normalized accumulated rainfall (NAR). If the actual NAR is higher than the NAR calculated by the proposed method, slope failure is very likely to happen. Otherwise, the slope is unlikely to fail. The applicability of the proposed model to occurrence time and the NAR–NRI relationship is evaluated using landslide cases obtained from the literature. The results of the proposed method are close to that of the selected cases. It verifies the applicability of the proposed method to slopes in different areas of the world. An erratum to this article can be found at  相似文献   

14.
马崇武  刘忠玉 《岩土力学》2007,28(Z1):563-568
采用Mohr-Coulomb强度理论,对下有不透水层的无限边坡进行了弹塑性分析,探讨了降雨过程中坡面水平位移的变化规律,分析了边坡安全系数和滑坡前坡面水平位移的关系。数值分析表明,土坡的抗剪强度参数、初始应力状态和降雨强度对边坡的安全系数和水平位移都有很大影响,但初始应力状态对滑坡发生的时间没有影响,对于具有较小抗剪强度参数的边坡,如果降雨强度较大,则滑坡时的水平位移较小。  相似文献   

15.
Rainfall has been considered the cause of the majority of slope failures and landslides that happened in regions experiencing high seasonal rainfalls. The mechanism of the failures was mainly due to the lost of matric suction of soils by rainwater. This paper presents the results of a laboratory model study on the effect of slope angle and surface cover on water infiltration into soil and soil matric suction. A field infiltration test is carried out for comparison. A parametric study is also done to examine the effect of permeability ratio, development of perched water table and rainfall intensity on the factor of safety against instability of a soil slope. Results of the model study show that different surface covers on slopes have an effect on the water infiltration. Generally the covered surface (grass or geosynthetic net) has a lower infiltration rate compared with the bare (no cover) surface. On the effect of slope angle, it was observed that water infiltration decrease with increase in the slope steepness. With regards to the movement of the wetting front, it appears that water infiltration is more at the toe compared with the top of the model slope. Based on the parametric study, it is found factor of safety of the slope against instability drops for slope with higher ratio of permeability for the permeable and impermeable stratum. As the perched water table is formed, the factor of safety decreased. The rainfall intensity also has a marked effect on the slope factor of safety. The higher the intensity of the rainfall, the higher is the infiltration rate into the soil, hence the lower is the factor of safety against slope instability.  相似文献   

16.
降雨条件下考虑饱和渗透系数变异性的边坡可靠度分析   总被引:1,自引:0,他引:1  
土体饱和渗透系数表现为天然的变异性,为此基于Green-Ampt模型建立了考虑饱和渗透系数变异性的降雨入渗物理模型,并藉此模型确定了坡体湿润锋深度和含水率分布。然后结合无限长非饱和土边坡稳定模型得到解析形式的反映边坡稳定性的极限状态函数。采用Monte Carlo法对饱和渗透系数进行随机抽样并最终建立降雨条件下考虑饱和渗透系数变异性的边坡概率分析框架。针对一假想边坡,探讨了饱和渗透系数的变异系数、降雨持时和降雨强度对边坡破坏概率以及破坏发生时间概率分布的影响,结果表明:在降雨初期,边坡的破坏概率随饱和渗透系数变异性的增强而逐渐增加,但随着降雨的持续,破坏概率开始随变异性的增强而显著降低;滑坡最可能发生时间的大小并不受饱和渗透系数变异性的影响,而是直接取决于降雨强度;滑坡最可能发生时间所对应的概率却随变异性的增强而逐渐减小。  相似文献   

17.
The paper presents an improved analytical approach for evaluating the time-dependent stability of colluvial landslides during intense rainfall infiltration. The approach comprises two steps: first to simulate rainfall infiltration and then to compute the safety factor. In terms of the irregularity of the natural landslide surface in implementation of the method, the landslide is divided into several soil slices with approximately straight sides. Each single slice is regarded as a finite slope so that the infiltration formula and safety factor can be deduced. The infiltration formula is derived with combination of the Green–Ampt model and mass conservation law considering seepage perpendicular and parallel to slope surface simultaneously. In the modified infiltration model, both size effect and angle effect are vividly observed in the process of rainfall infiltration into the finite slope, while the former of which is not presented in the original Green–Ampt model. The safety factor is computed using the limit equilibrium method, with the influence of infiltrating water on the shear strength, gravity and seepage force of soil slices considered. By case study of the Shuping landslide in Three Gorges, decline in the safety factor and the decrease in the tendency are definite. Specifically under the rainfall intensity of 50 mm/h, the failure of Shuping landslide is most likely to occur at the time of 102 h. In addition, the results highlight shallow failure along the wetting front under intense rainfall.  相似文献   

18.
This research combines field, laboratory and numerical investigations to estimate the development of a wetting front within a 1.2 m residual soil mantle on a steep forested slope during rainfall events. The field-monitored variations in matric suction due to rain-water infiltration during various events revealed that the maximum infiltration rate was much higher when the wetting front resided in the upper 20 cm of soil compared to the case when the wetting front advanced to depths > 20 cm. Laboratory investigations on soil hydraulic properties (i.e., soil water characteristic curve, and hydraulic conductivity) were useful to establish the parameters of a multilayer finite-element model for one-dimensional vertical infiltration. These parameters were subsequently calibrated by matching the predicted and field measured transient pore water pressure responses during actual rainstorms with irregular rainfall patterns. The calibrated simulation model was used to assess the migration of the wetting front under uniform rainfall with different intensities. Based on the numerical results, a hyperbolic equation was developed to predict the duration of uniform rainfall required for the propagation of wetting front to a certain depth for a given rainfall intensity. The proposed equation was subsequently tested against field-monitored advancements of the wetting front during real rainstorms with variable rainfall intensity.  相似文献   

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