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考虑前期降雨过程的边坡稳定性分析 总被引：4，自引：0，他引：4
基于三峡库区实测降雨资料,研究了不同初始条件对不同土体边坡稳定性影响,建议了能够反映边坡含水状态的初始条件选取方法。在此基础上,采用非饱和渗流分析方法研究了前期降雨对不同土体边坡稳定性影响,以典型的砂土和黏土边坡为例初步探索了前期降雨对边坡稳定性影响规律。结果表明：初始条件对不同土体边坡稳定性影响不同;建议将多年平均降雨量对应的稳态渗流场作为初始条件进行非饱和渗流分析。边坡土体渗透系数越低,边坡稳定性受前期降雨的影响越大、影响时间也越长。砂土和黏土边坡稳定性分析时建议至少考虑15 d以上的前期降雨,对于砂土边坡还应根据这15 d前面5 d的降雨情况确定是否需要增加计算天数。短历时高强度前期降雨对砂土边坡稳定性影响更大,而长历时低强度前期降雨对黏土边坡稳定性影响更大。累积前期降雨量可以作为判断边坡最小安全系数出现时刻的依据。砂土边坡出现最小安全系数时刻与10 d累积前期降雨量最大的时刻较为吻合,而黏土边坡则与15 d累积前期降雨量最大的时刻较为吻合。 相似文献
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东南沿海残积土地区降雨诱发型滑坡预报雨强-历时曲线的影响因素分析 总被引：1，自引：0，他引：1
东南沿海山地丘陵地区每年雨季期间有大量土质滑坡发生,如何对由降雨诱发的滑坡进行预报一直都是一个热点研究课题,雨强-历时曲线（简称I-D曲线）是目前国内外常用的降雨型滑坡预报的降雨量临界值曲线。针对东南沿海地区的浅层残积土滑坡,根据相关勘察数据及资料,概化得到了该类型边坡的地质剖面及岩土层性质,然后应用Geo-Studio软件分析了边坡初始湿润条件、土体抗剪强度、饱和渗透系数、边坡坡角、残坡积土层厚度及雨型等参数对I-D曲线的影响规律。分析结果表明：残坡积土抗剪强度参数、饱和渗透系数、边坡坡角、雨型等因素对I-D曲线的影响显著,边坡安全系数降至临界值所需降雨历时随抗剪强度参数值降低、表层残积土渗透系数增加或坡角增大而减少;当雨强较小时,初始湿润条件对I-D曲线的影响显著;当雨强大于残坡积土层饱和渗透系数时,入渗量主要由渗透系数控制,边坡安全系数降至临界值所需降雨历时不随雨强增大而变化。该研究结果为I-D曲线在东南沿海残积土地区降雨诱发滑坡预警预报中的应用奠定了基础。 相似文献
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降雨持时较长且雨强较大时,雨水的入渗不仅会增大孔隙水压力,且易使张裂缝充水形成静水压力,对边坡稳定不利。结合降雨条件下饱和-非饱和渗流分析,考虑降雨过程中的瞬态孔隙水压力场与瞬态强度场,并同时考虑张裂缝充水时的静水压力,对边坡临界滑动场法进行改进,提出降雨条件下具有张裂缝边坡临界滑动场数值模拟方法,且对其进行了验证。将该方法用于一个典型均质黏土边坡算例,结果表明,（1）文中方法可考虑张裂缝具体位置、深度及其充水状态下对边坡稳定性的影响,并能搜索出任意形状危险滑面,计算结果合理可靠;（2）降雨条件下张裂缝中静水压力对边坡稳定性及滑面形状有较大影响;（3）降雨条件下张裂缝位置对边坡稳定有较大影响,距坡肩越近,张裂缝对边坡稳定性影响越大;（4）张裂缝处在最不利位置且充水时存在一个最不利深度。 相似文献
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尾矿库边坡稳定性多以单一安全系数为评价指标,难以反映外界条件变化的过程中尾矿库边坡稳定性演化的全过程特征。针对这一问题,提出尾矿库稳定性的时变分析方法,以安全系数时程曲线分析尾矿库边坡稳定性。以尾矿库工程实例为研究对象,建立时变分析模型进行数值模拟。研究在不同降雨入渗、库水位变动以及二者耦合条件下边坡安全系数随时间变化的规律。研究结果表明,不同强度的均匀降雨影响下,6 h以后安全系数下降速率大致相当,6 h以内雨强越大,安全系数下降越快。降雨雨型将影响安全系数变化轨迹,研究较为广泛的均匀雨型并不是最危险雨型。边坡安全系数变化滞后于库水位变动,滞后效应随水位上涨速度的减慢、下降速度的加快和涨幅的减少而减弱。耦合条件下尾矿库边坡安全系数减小将加剧。研究成果对尾矿库设计和运营具有重要意义。 相似文献
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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
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降雨入渗过程中,土体吸力降低,体积明显改变。天然浅层土体长期受到季节性气候变化的影响,因此,开展水-力耦合及干湿交替对浅层残积土坡稳定性影响的数值分析,分析浅层土坡孔隙水压力、湿润锋及安全系数的时空演变规律,并对水-力耦合及干湿交替条件下的浅层土坡失稳破坏机制进行探讨显得尤为必要。研究结果表明:随着干湿循环次数的增加,水-力耦合分析下孔隙水压力以及湿润锋的迁移速度增加更快,边坡也更易失稳破坏;干湿交替初期,雨水入渗易引起地下水位上升,边坡可因正孔隙水压力的增加而失稳;干湿交替后期,湿润锋的快速推进加剧基质吸力迅速丧失及土体强度下降,边坡安全系数显著降低,发生失稳破坏的时间缩短。因此,可将湿润锋处的安全系数(局部最小值)作为控制边坡长期稳定性的临界值。 相似文献
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降雨和蒸发对土质边坡稳定性的影响 总被引：11，自引：4，他引：7
降雨入渗降低边坡的稳定性,蒸发增加边坡的稳定性,降雨和蒸发对边坡稳定性的定量研究是很有意义的。采用蒸发和降雨模型对边坡进行非饱和-非稳定渗流分析,用总凝聚力表示的Bishop极限平衡法计算边坡安全系数。采用数值方法对算例土质边坡进行了研究,得到了孔隙水压力随时间变化的关系、边坡安全系数随时间变化的关系。结果显示：土体中孔隙水压力与天气条件、边坡安全系数与天气条件之间存在滞后关系;降雨和蒸发对边坡的表层滑动稳定性影响非常大,对深层滑动稳定性影响相对较小;降雨过程中边坡的临界滑动面由较深位置向较浅位置转变,蒸发过程则相反。 相似文献
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黄土边坡的变形破坏多发生于降雨期间,由此也造成了大量的损失。为减小降雨诱发黄土滑坡的影响,开展降雨型滑坡现场实验研究,具有现实意义。本文选取泾阳一天然黄土边坡为研究对象,利用自行设计的模拟降雨系统,设计并进行了3组不同雨强下的大型黄土边坡人工模拟降雨试验,旨在研究不同雨强条件下天然黄土边坡的入渗规律及变形破坏模式。通过对边坡内埋设的土壤水分传感仪、土压力盒和张力计管的读数变化及试验现象进行分析,进而得出降雨条件下大型黄土边坡现场试验的变形破坏规律,总结出该类边坡的水分入渗规律和变形破坏模式。试验结果表明,边坡入渗呈现一定的规律:降雨条件下,坡肩入渗深度和速率最大,坡脚次之,坡面最小;同时,降雨强度越大,雨水入渗速率越快,入渗时间越长,边坡相同位置处体积含水率和土压力增大幅度越大,基质吸力减小的幅度越大。降雨条件下天然黄土边坡的变形破坏模式为:坡肩侵蚀及侵蚀扩展→坡面裂隙形成扩展→坡肩裂隙形成扩展→局部滑塌;若继续降雨,则坡肩局部裂隙逐渐贯通进而形成滑面,最终导致滑坡发生。 相似文献
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降雨入渗过程中孔隙水压力的升高与基质吸力的降低引起边坡稳定性的下降,是导致边坡滑塌的主要诱导因素。利用饱和-非饱和渗流有限元计算得到的孔隙水压力场,基于Fredlund提出的非饱和土抗剪强度理论,对边坡临界滑动场进行改进,提出可以考虑降雨过程的边坡临界滑动场数值模拟方法,能够方便、快速地计算出边坡局部、整体安全系数和相对应的临界滑动面在降雨过程中的变化历程。将该法用于一个典型均质边坡和一个非均质边坡在降雨过程中的稳定性计算,分析降雨持续时间、降雨强度和非饱和强度参数取值等因素对边坡稳定性的影响,并将计算结果与其他方法进行比较,结果表明临界滑动场方法能搜索任意形状最危险滑面,计算的安全系数合理。 相似文献
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Rainfall is an important factor to trigger the slope failure such as landslides and debris flows. First, the relationship between rainfall duration with the initiation of debris flow and rainfall intensity was mainly studied by the series tests in a box model. Then, the rainfall induced responses of slopes and the initiation of slope failure were simulated by using the software FLAC2D based on the soil parameters in Weijia Gully, Beichuan County, Sichuan Province. The effects of the slope angle, rainfall intensity, soil parameters on the development of the stress, and pore pressure in the soil of the slope were analyzed. It indicates that largest displacements in the slope are mainly located near the toe. With the increase of the rainfall intensity, the effective stress in the slope decreases and the displacement increases. 相似文献
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从宏观分析与微观机制方面探讨了围压、孔隙水压力对岩体应力应变曲线峰后特性即脆－延性转变的影响。定义了一个峰后破坏割线模量 来表征孔隙水压力对岩体应力应变曲线转型的影响,并结合斜坡失稳的刚度判据,进一步分析了孔隙水压力对应力应变曲线峰后斜率的影响,随孔隙水压力的增加,峰后曲线斜率变陡,峰后刚度增大,即材料的均匀性、脆性增大与刚度比k减小。因此在围压等外界环境因素及系统内部条件不变时,刚度比 时就存在一个临界孔隙水压力 ,也就是说降雨等涨落因素引起滑面介质中的孔隙水压力大于这个临界值时斜坡就易于发生突变失稳。从而进一步加深认识了降雨等外部涨落因素对斜坡系统失稳的重要触发作用。 相似文献
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许多研究已经证实了降雨引起的渗流能降低填土稳定性,特别是对于非饱和残积填土。降雨能使残积填土内形成渗流潜蚀破坏,并使地下水位和孔隙水压力发生变化,导致抗剪强度下降形成潜在破坏面,最终发生破坏。利用有限元数值分析,研究等降雨强度与降雨持续时间对于福建地区残积填土的影响,发现降雨强度变大或持续时间延长都能使残积填土内的地下水位上升,局部区域孔隙水压力增大,渗流速率也发生变化,从而影响残积填土的稳定性。另外,证实了存在降雨临界持续时间,一旦降雨持续时间超过了临界持续时间,地下水位线高度随降雨持续时间变长而降低,安全系数就转而变大。 相似文献
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Hang Lin Wenwen Zhong Hu Wang Wanzhong Xu 《Geotechnical and Geological Engineering》2017,35(6):2715-2726
Rainfall infiltration is the main factor that causes slope instability. To study the effect of hydraulic parameters on the final saturation line and stability of slopes, a numerical slope model is established with a saturated–unsaturated seepage analysis method. Analysis results show the following, (1) When parameter a increases, the effective rainfall duration decreases linearly, and the ultimate safety factor increases gradually; when parameter m increases, the effective rainfall duration increases linearly, and the ultimate safety factor decreases linearly; when parameter n increases, both the effective rainfall duration and the ultimate safety factor decrease first and then remain stable. (2) When the saturated permeability coefficient decreases, the effective rainfall duration presents a crescent trend, and the ultimate safety factor decreases first and then remains the same after rainfall intensity exceeds the saturated permeability coefficient of soil. (3) When rainfall intensity is less than the saturated permeability coefficient of soil, the location of the final saturation line rises as the saturated permeability coefficient decreases and is thus independent of parameters a, m, and n. 相似文献
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降雨条件下浅层滑坡稳定性探讨 总被引：8，自引：0，他引：8
降雨条件下浅层滑坡是一种常见、多发的地质灾害现象,为了解边坡稳定性随降雨入渗过程的变化情况,以Green-Ampt入渗模型为基础,并考虑了动水压力的作用,建立了降雨入渗条件下浅层滑坡的概念模型,分别推导了降雨前有、无地下水位条件下的边坡安全系数与降雨时间的关系表达式。从分析结果中可以看出,对于这两种情况下边坡稳定性发生突变的主要原因归结于：前者为在湿润锋与地下水位面接触的短时间内,滑带处的孔隙水压力迅速增高;后者为滑带在浸水饱和情况下,岩土体的强度迅速降低。在此基础上,根据降雨过程中边坡是否达到饱和,提出边坡饱和临界时间的概念,考虑了初始降雨强度小于土壤入渗能力的情况。这个时间可以作为一个参数指标用于浅层滑坡的预警。 相似文献
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Rainfall-induced landslides can cause loss of life and damage to property, infrastructure, and the environment. Rainfall patterns affect the pore-water pressure of unsaturated soil slopes, and are related to the slopes’ stability. Four rainfall patterns were chosen to represent natural rainfall patterns for an examination of rainfall infiltration into soil slopes using numerical models incorporating coupled water infiltration and deformation in unsaturated soils. Our analysis showed that rainfall patterns play a significant role in the distribution of the pore-water pressure in soil slopes, and influence the slope stability. The pore-water pressure profile of soil slopes and the factor of safety are affected by the ratio of rainfall intensity and the coefficient of permeability. The depth and shape of the shallow sliding plane of the landslide is closely related to the rainfall pattern; moreover, the results showed a correlation between the factor of safety of the slope and the rainfall intensity. This relationship can be described by a dimensionless rainfall intensity. The nonlinear relationship can be used to estimate the slope stability resulting from rainfall infiltration when the hydro-mechanical coupling in unsaturated soil slopes is considered. 相似文献
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Several giant debris flows occurred in southwestern China after the Wenchuan earthquake, causing serious casualties and economic losses. Debris flows were frequently triggered after the earthquake. A relatively accurate prediction of these post-seismic debris flows can help to reduce the consequent damages. Existing debris flow prediction is almost based on the study of the relationship between post-earthquake debris flows and rainfall. The relationship between the occurrence of post-seismic debris flows and characteristic rainfall patterns was studied in this paper. Fourteen rainfall events related to debris flows that occurred in four watersheds in the Wenchuan earthquake area were collected. By analyzing the rainfall data, characteristics of rainfall events that triggered debris flows after the earthquake were obtained. Both the critical maximum rainfall intensity and average rainfall intensity increased with the time. To describe the critical conditions for debris flow initiation, intensity–duration curves were constructed, which shows how the threshold for triggering debris flows increased each year. The time that the critical rainfall intensities of debris flow occurrences return to the value prior to the earthquake could not be estimated due to the absent rainfall data before the earthquake. Rainfall-triggering response patterns could be distinguished for rainfall-induced debris flows. The critical rainfall patterns related to debris flows could be divided on the basis of antecedent rainfall duration and intensity into three categories: (1) a rapid triggering response pattern, (2) an intermediate triggering response pattern, and (3) a slow triggering response pattern. The triggering response patterns are closely related to the initiation mechanisms of post-earthquake debris flows. The main difference in initiation mechanisms and difference in triggering patterns by rainfall is regulated by the infiltration process and determined by a number of parameters, such as hydro-mechanical soil characteristics, the thickness of the soil, and the slope gradient. In case of a rapid triggering response rainfall pattern, the hydraulic conductivity and initial moisture content are the main impact factors. Runoff erosion and rapid loading of solid material is the dominant process. In case of a rainfall pattern with a slow triggering response, the thickness and strength of the soil, high hydraulic conductivity, and rainfall intensity are the impact factors. Probably slope failure is the most dominant process initiating debris flows. In case of an intermediate triggering response pattern, both debris flow initiation mechanisms (runoff erosion and slope failure) can play a role. 相似文献