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Strength parameters from back analysis of slips in two-layer slopes

机译:来自两层边坡滑移反分析的强度参数

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For a two-laver slope with a known geometry,unit weight and pore water pressure distribution,the position of critical slip surface from a limit equilibrium stability analysis will remain unique for a given setof (λ1=c'1/tanφ'1,λ2=c'2/tanφ'2,λ3=c'1/c'2) values regardless of the magnitude of individual strengthparameters (c'1,φ'1,c'2,andφ'2) of two soil layers. This theoretical relationship between c' and φ' and the criticalslip surface is used to develop a back analysis method by which the shear strengths of soils can be estimated froma known position of the failure surface observed in the field two-layer slope. In this method,an objective functionis first defined to describe the difference between the actual failure surface and theoretical critical slip surface,and then a nonlinear programming technique is used to minimize the difference (i.e. the objective function) soas to determine an optimal solution of (λ1,λ2,λ3) that corresponds to the failure surface. When the magnitudeof(λ1,λ2,λ3) are obtained,a unique set of(c'1,φ'1,c'2,φ'2) values can easily be computed by considering the factthat the factor of safety is equal to unity. Results back-calculated from a failure surface involved in a two-layerslope are presented to demonstrate the effectiveness of the proposed back analysis method.
机译:对于具有已知几何形状,单位重量和孔隙水压力分布的两阶梯坡度,极限滑移面的极限平衡稳定性分析位置对于给定的一组(λ1= c'1 /tanφ'1,λ2 = c'2 /tanφ'2,λ3= c'1 / c'2)的值,而与两个土层的各个强度参数(c'1,φ'1,c'2和φ'2)的大小无关。使用c'和φ'与临界滑动面之间的这种理论关系来开发一种反分析方法,通过该方法可以从在野外两层斜坡中观察到的破坏面的已知位置来估算土壤的剪切强度。在该方法中,首先定义一个目标函数来描述实际破坏面与理论临界滑动面之间的差异,然后使用非线性编程技术将差异最小化(即目标函数),从而确定()的最佳解。对应于破坏面的λ1,λ2,λ3)。当获得(λ1,λ2,λ3)的大小时,可以通过考虑安全系数等于的事实轻松计算出一组唯一的(c'1,φ'1,c'2,φ'2)值统一。提出了从涉及两层斜坡的破坏面反算的结果,以证明所提出的反分析方法的有效性。

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