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Integrated certainty and uncertainty evaluation approach for seepage control effectiveness of a gravity dam

机译:重力坝渗流控制效果的确定性与不确定性综合评估方法

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摘要

The seepage problems of dam engineering with complex seepage control measures are usually investigated by numerical simulation methods such as the finite element method (FEM). In general, the material and geometrical parameters and the boundary conditions on dam seepage are regarded as definite values. The heterogeneous and uncertain changes of seepage parameters and boundary conditions, which are caused by seepage control measures and material aging, are not considered. To describe more comprehensively the seepage behavior of a gravity dam and to identify more objectively the seepage control effectiveness of a gravity dam, the conventional FEM implementing numerical analysis for dam seepage is combined with the nonprobabilistic convex set–based method. Firstly, the FEM is introduced to implement the detailed simulation of typical seepage control measures and the certain seepage field analysis. Then a nonprobabilistic convex set–based numerical simulation method, which is suitable for the description of the uncertain seepage field of a gravity dam, is presented. The influence range of seepage control measures can be determined with the proposed method without the probability distribution knowledge of uncertain parameters. Lastly, an actual gravity dam undergoing seepage reinforcement is taken as an example. The seepage control effectiveness of the gravity dam is assessed with the FEM-based calculation model of the seepage field and the analysis model of the uncertain seepage field before and after seepage control implementation. In addition, the effect of the seepage field on the stress field is considered to fulfill the further analysis for the process and mechanism of seepage control of typical measures.
机译:通常采用数值模拟方法,例如有限元方法(FEM),研究具有复杂防渗措施的大坝工程的渗流问题。通常,将大坝渗流的材料和几何参数以及边界条件视为确定值。不考虑由渗流控制措施和材料老化引起的渗流参数和边界条件的异质性和不确定性变化。为了更全面地描述重力坝的渗流特性并更客观地确定重力坝的渗流控制效果,将对坝体渗流进行数值分析的传统有限元法与基于非概率凸集的方法相结合。首先,介绍了有限元法,对典型的防渗措施进行了详细的模拟,并对一定的渗流场进行了分析。然后提出了一种基于非概率凸集的数值模拟方法,适用于描述重力坝的不确定渗流场。所提出的方法可以确定渗流控制措施的影响范围,而无需不确定参数的概率分布知识。最后,以实际的渗流加固重力坝为例。利用基于FEM的渗流场计算模型和不确定渗流场分析模型,对重力坝的防渗效果进行了评估。此外,考虑渗流场对应力场的影响,以对典型措施的渗流控制过程和机理进行进一步的分析。

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