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Slope stability analysis for fill slopes using finite element limit analysis

机译:基于有限元极限分析的填土边坡稳定性分析

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This paper investigates the stability of fill slopes often found in embankment cases where frictional fill materials are placed on purely cohesive undrained clay with increasing strength. By using finite element upper and lower bound limit analysis for this investigation, the limit load can be truly bounded. It is known that two-dimensional analysis yields a more conservative result due to plain strain condition when compared to three-dimensional analysis. Therefore, this paper will focus on three-dimensional (3D) slope stability analysis and for comparison purposes two-dimensional analysis results will be employed. In fact, the final results are presented in the form of comprehensive chart solutions for the convenience of practicing engineers during preliminary slope design. The failure mechanism will also be discussed in order to further illustrate the situation during failure. It should be highlighted that the failure mechanisms are obtained through the numerical method itself and no prior assumptions are required, therefore, are more realistic and able to provide a better understanding for the slope failure surfaces.
机译:本文研究了在路堤情况下经常出现的边坡稳定性,在路堤情况下,将摩擦填充材料放置在强度逐渐增加的纯粘性不排水粘土上。通过使用有限元上下限分析进行这项研究,可以真正限制极限载荷。众所周知,与平面分析相比,二维分析由于平面应变条件而产生的结果更为保守。因此,本文将集中于三维(3D)边坡稳定性分析,并且为了进行比较,将采用二维分析结果。实际上,最终结果以综合图表解决方案的形式呈现,以方便工程师在初步边坡设计过程中进行实践。为了进一步说明故障期间的情况,还将讨论故障机制。应当强调的是,破坏机理是通过数值方法本身获得的,不需要任何先验假设,因此更加现实,能够更好地理解边坡破坏面。

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