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Study of Stability of a Highway Fill Application of the Analytical and the Finite Elements Methods

机译:公路填土稳定性的解析法和有限元法研究。

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The traditional tools used to treat the slopes stability problem are based on simple static approaches like calculation in limit equilibrium by the slices method. These approaches, though practicable, are not rigorous as they don’t take into account the seismic action on the structures. Recent progresses made in data computing and numerical calculation fields (finite differences method, finite elements method) lead to better analysis the problem of slopes stability under seismic excitations. Indeed, they take into account all the important parameters, usually neglected when using simplified approaches, as initial state of subsoil sedimentary formations, water presence, presence of bad quality soil on surface, nonlinear behavior of the ground, and influence of possible devices of reinforcements... The method of reduction of resistance properties known as “c-φ reduction”, more than allowing the calculation of the slopes safety factor by the Finite elements method (FEM), has several advantages, such as the ability to predict stresses and strains at failure of any reinforcement elements as piles, anchoring or geotextiles. The application of these various approaches on a highway fill located in a zone known with seismic risk allows to understand the real behavior of the slope formations and to optimize its reinforcement.
机译:用于处理边坡稳定性问题的传统工具是基于简单的静态方法,例如通过切片方法计算极限平衡。这些方法尽管可行,但并不严格,因为它们没有考虑结构上的地震作用。数据计算和数值计算领域(有限差分法,有限元法)的最新进展使人们对地震激励下的边坡稳定性问题有了更好的分析。实际上,它们考虑了所有重要参数,这些条件通常是使用简化方法时会被忽略的,例如地下土壤沉积层的初始状态,水的存在,表面上存在劣质土壤,地面的非线性行为以及可能的加固装置的影响...降低电阻特性的方法称为“c-φ降低”,它不仅允许通过有限元法(FEM)计算斜坡安全系数,还具有一些优势,例如可以预测应力和任何增强元件如桩,锚固或土工布破坏时的应变。将这些各种方法应用于位于已知地震危险区域的高速公路填充物上,可以了解斜坡地层的真实行为并优化其加固。

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