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New numerical scheme in finite element method for the effective evaluation of the vegetation effects on slope stability modeling

机译:有效评估植被对边坡稳定性影响的有限元方法的新数值格式

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New numerical scheme in finite element method (FEM) is used to simulate both the progressive nature of failure and interaction of the soil-root matrix continuum. Computations suggest that a certain range of Root area ratio (effective RAR-range, i.e. ERAR-range) should be identified for the given slope geometry, vegetation type and maturity period. The ERAR-range represents all the RARs which impart a factor of safety (FOS) greater or equal to a particular FOS (benchmark FOS, i.e. BMFOS), BMFOS being the anticipated FOS depending on various factors (demographic distribution, proximity to utilities etc.). Beyond the ERAR-range vegetation does not impart to the stability of the slope. Theoretically, higher range of RAR beyond the ERAR-range (ineffective RAR-range, i.e. IERAR-range) even causes the slope failure. Hence, the simulation can be useful tool for the effective evaluation of vegetation effect on slope stability modeling.
机译:使用有限元方法(FEM)中的新数值方案来模拟破坏的渐进性质和土-基体连续体的相互作用。计算表明,应针对给定的坡度几何形状,植被类型和成熟期确定一定范围的根系面积比(有效RAR范围,即ERAR范围)。 ERAR范围代表所有赋予安全系数(FOS)大于或等于特定FOS(基准FOS,即BMFOS)的RAR,BMFOS是取决于各种因素(人口分布,接近公用事业等)的预期FOS。 )。超出ERAR范围的植被不会赋予斜坡稳定性。从理论上讲,超出ERAR范围(无效的RAR范围,即IERAR范围)的更高RAR范围甚至会导致斜坡失效。因此,该模拟对于有效评估植被对边坡稳定性建模的影响可能是有用的工具。

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