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Technical Note On the Assessment of Failure in Slope Stability Analysis by the Finite Element Method

机译:用有限元法评估边坡稳定性分析中的破坏的技术说明

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From the above analysis, the following conclusions can be drawn 1) It is rational to use the proposed criterion of slope failure. The criterion says that when a slope arrives at the critical state, there exists a band such that all elements in the band would be in the plastic state and the band would go through the slope from the toe to the top. 2) The elasto-plastic matrix D_(ep) is positive definite for hardening materials, positive semidefinite for elastic-perfectly plastic materials and indefinite for softening materials. The last case is different from our conjecture. 3) The overestimation of plastic zones based on the finite element method with the elastic-perfectly plastic model is caused by the displacement interpolation pattern associated with isoparametric elements, which resists the formation of the shear band and makes a yielding element transfer the load exceeding its loading capability in isotropy instead of the fissure direction. 4) While plotting the contour lines of the effective strain epsilon-bar_p, a threshold of epsilon-bar_p slightly greater than zero can be selected to cut off those overestimated plastic zones.
机译:从以上分析可以得出以下结论:1)采用建议的边坡破坏准则是合理的。该标准表示,当斜率达到临界状态时,就会存在一个带,使得该带中的所有元素都将处于塑性状态,并且该带将从脚趾到顶部穿过该斜率。 2)弹塑性矩阵D_(ep)对于硬化材料是正定的,对于弹性完全塑性材料是正半定的,对于软化材料来说是不确定的。最后一种情况与我们的推测不同。 3)弹性完美塑性模型基于有限元方法对塑性区的高估是由与等参单元关联的位移插值模式引起的,这种位移插值模式阻止了剪切带的形成并使屈服单元将超过其载荷的载荷转移各向同性而不是裂缝方向的最大承载能力。 4)在绘制有效应变epsilon-bar_p的轮廓线时,可以选择一个略大于零的epsilon-bar_p阈值,以截断那些高估的塑料区域。

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