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Kinematic stability analysis of multi-faced rock slopes in the Himalayas

机译:喜马拉雅山多面岩石坡的运动稳定性分析

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For the assessment of natural stability of rock slopes, Kinematic analysis technique is extensively used. This technique makes use of dominant discontinuity planes within slope mass to forecast the probability of sliding, wedging and falling. This probability is given in the context of the attitude of slope face which is generally supposed to be of a planar geometry. Such kind of analysis is named as single faced slope (SFS) analysis. Although in nature the probability of finding such simple cases is often less compared to slopes in which the strike direction changes, as in the case of cut slopes; and the slope surface turns to be non-planar. When rock slope surface is either concave or convex shaped, its changing strike also plays an important role in the kinematic analysis (which is generally not used). These slopes will have two or more planar surfaces and are termed as multi-faced slopes (MFS). During the investigation conducted along national highway (NH-21) between District Manali (32o14'21"N-77o11'43"E) and Village Dundi (32o21'25"N-77o07'55"E), in the Himalayas; the majority of slopes encountered are MFS. This paper describes the details of kinematic analysis performed on these MFS and gives the stability index for these slopes with the change in strike direction. Three cases are used for the further analysis. Case 1 (Planar sliding), when the failure is based on only one joint set and is planar in nature. Case 2 (Double plane sliding/Wedging), when wedge block is formed and sliding is along both planes, formed by either, the intersection of dominant joint sets or by two slope surfaces. Case 3 (Toppling), when the block topples, either showing flexural toppling or direct toppling. Results of the cases study are presented in this paper.
机译:为了评估岩石斜坡的自然稳定性,广泛使用运动分析技术。该技术利用斜坡块内的主要不连续平面,以预测滑动,楔入和落下的概率。在倾斜面的姿势的背景上给出了这种概率,该倾斜面通常应该是平面几何形状。这种分析被命名为单面斜率(SFS)分析。尽管本质上,发现这种简单情况的概率通常较少与倾斜方向变化的斜坡相比,如切割斜坡的情况;斜坡表面变为非平面。当岩石倾斜表面是凹形或凸形的时,其变化的罢工也在运动学分析中起重要作用(通常不使用)。这些斜率将具有两个或更多个平面表面,并称为多面斜面(MFS)。在马纳利地区(32O14'21“N-77011'43”E)和村庄Dundi(32O21'25“N-77O07'55”E)中,在喜马拉雅山区,在调查中进行调查;遇到的大多数山坡是MFS。本文介绍了在这些MF上进行的运动学分析的细节,并为这些斜面带来了击球方向的变化的稳定性指标。三种情况用于进一步分析。案例1(平面滑动),当失败时仅基于一个接头组并且是平面的。壳体2(双平面滑动/楔形),当形成楔块和滑动时沿着两个平面,由主导接头组或两个倾斜表面形成。壳体3(倒装),当块倒涂层时,显示弯曲倒装或直接浇转。本文提出了案例研究的结果。

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