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Dynamic Programming Method in Slope Stability Computations

机译:坡度稳定性计算中的动态编程方法

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This article describes a new approach in slope stability computations. The procedure combines an optimization method known as "dynamic programming" with finite element method to search for the critical slip surface and compute the corresponding factor of safety. The critical slip surface is defined as the optimal path through the finite element stress field that yields the minimum value of the "optimal function". A computer program named DYNPROG has been developed based on the analytical procedure described in this article. Comparisons of the present method with numerous limit equilibrium methods of slices showed that the present method provided a more satisfied solution in terms of the location of the critical slip surface as well as the value of the factor of safety.
机译:本文介绍了斜率稳定性计算中的新方法。该过程将称为“动态编程”的优化方法与有限元方法相结合,以搜索关键滑动表面并计算相应的安全系数。临界滑动表面被定义为通过有限元应力场的最佳路径,从而产生“最佳函数”的最小值。基于本文中描述的分析过程开发了一个名为DynProg的计算机程序。本方法的临界滑动表面的位置以及安全因子的值,本方法提供了许多限制平衡方法的本方法提供了更满意的解决方案。

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