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Progressive failure mechanism in one-dimensional stability analysis of shallow slope failures

机译:浅层边坡一维稳定分析中的渐进破坏机理

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摘要

In many slopes, overstressed zones can develop where the shear stress is larger than the available shear strength. Along a shear surface within a soil exhibiting a strain-softening behavior, the shear displacement increases while the available shear strength decreases. The excess shear stress is transferred from the overstressed zone to the adjacent zones, providing more shear strength. This stress-transferring mechanism induces stress redistribution within the slope and could enlarge the overstress zone. A one-dimensional model that satisfies the strain compatibility and force equilibrium is proposed for the stability analysis of a slope of strain-softening behavior. This paper’s objective is to facilitate the application of this model to estimate stress distribution along the failure surface of a strain-softening slope and thereafter the stability status. The study presents a set of specific solutions to this model by describing and demonstrating procedures to identify the pattern of a stress state and to calculate stress distribution within a one-dimensional, strain-softening slope. The progressive failure mechanism is also investigated by using the proposed approach. As the magnitude of released stress gets large enough, it induces an overstressed zone adjacent to the initial unstable zone and progressive failure develops. The proposed approach is also applied to study the pattern of stress redistribution. It is found that the pattern of stress redistribution is affected by the magnitude of released stress. It is too complex to be reasonably expressed by simple models. Though some limitations exist, the proposed approach serves as a simple tool for a better understanding of the progressive failure mechanism.
机译:在许多斜坡上,会出现剪切应力大于可用剪切强度的超应力区域。沿着表现出应变软化行为的土壤中的剪切面,剪切位移增加,而可用剪切强度降低。多余的剪切应力从过应力区域传递到相邻区域,从而提供更大的剪切强度。这种应力传递机制引起了边坡内应力的重新分布,并可能扩大过应力区域。提出了一种满足应变相容性和力平衡的一维模型,用于边坡变形软化行为的稳定性分析。本文的目的是促进该模型的应用,以估计沿应变软化斜坡的破坏面的应力分布以及其后的稳定状态。该研究通过描述和演示确定应力状态的模式并计算一维应变软化斜率内的应力分布的过程,为该模型提供了一组特定的解决方案。通过使用所提出的方法还研究了渐进式失效机制。当释放应力的大小变得足够大时,它会在邻近初始不稳定区域的位置诱发一个过应力区域,并逐渐发展破坏。所提出的方法也可用于研究应力重新分布的模式。发现应力重新分布的模式受释放应力的大小影响。它太复杂了,无法用简单的模型来合理表达。尽管存在一些局限性,但所提出的方法可作为一种简单工具,用于更好地了解渐进式失效机制。

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