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Modeling of pore water pressure distribution in an earthen dam and evaluation of its slope stability

机译:土坝孔隙水压力分布建模及其边坡稳定性评价。

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In most of the slope stability studies of earth dams, the pressure distribution below the free surface is either considered as hydrostatic or is derived from the flow nets. The assumption of hydrostatic pressure may not always hold good. The flow nets, apart from being subjective and unsuitable for computer aided design, do not hold for unsteady state and as such are not applicable for computing the factor of safety in respect of upstream slope under sudden draw down condition. In the present work, it is demonstrated that these problems can be overcome by numerically solving Richard's equation for pore water pressure distribution. It has been found that the computed pore water pressures are significantly lower than the corresponding hydrostatic estimates especially at high degrees of hydraulic anisotropy (defined herein as the ratio of horizontal saturated hydraulic conductivity to the vertical saturated hydraulic conductivity). Subsequently, the factors of safety of the two slopes are computed using the computed pore water pressures in accordance with simplified Bishop's method. It has been concluded that assuming the pore water pressure to be hydrostatic leads to an underestimation of the factors of safety. The extent of underestimation is quite pronounced at high degrees of hydraulic anisotropy.
机译:在大多数土坝的边坡稳定性研究中,自由表面以下的压力分布被认为是静水压力或从水网得出。静水压力的假设可能并不总是令人满意。流动网除了具有主观性且不适用于计算机辅助设计之外,并不保持不稳定状态,因此不适用于计算突然下降条件下上游坡度的安全系数。在目前的工作中,证明了可以通过数值求解孔隙水压力分布的理查德方程来克服这些问题。已经发现,所计算的孔隙水压力明显低于相应的流体静力估计值,特别是在水力各向异性高的情况下(在此定义为水平饱和水力传导率与垂直饱和水力传导率之比)。随后,根据简化的Bishop方法,使用计算出的孔隙水压力来计算两个斜坡的安全系数。已经得出结论,假设孔隙水压力为静水压力会导致对安全因素的低估。在水力各向异性高的情况下,低估的程度非常明显。

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