库岸堆积体高边坡蓄水过程中折线滑动面稳定性研究

STUDY ON THE STABILITY OF POLYGONAL SLIP SURFACE ALONG WEAK INTERLAYERS IN HIGH SLOPES OF RESERVOIR BANKS DURING IMPOUNDMENT

  • 摘要: 我国西南地区水库广泛发育的含夹层崩坡积堆积体库岸边坡,在蓄水过程中,土体饱和强度弱化与孔隙水压力升高易诱发边坡沿软弱夹层滑动,严重威胁工程安全。传统极限平衡法难以精确耦合渗流–应力场,针对折线型多折点底滑面最危险滑动机构搜索的可靠性较差。本文基于虚功率法,提出节点与单元关联链表索引技术构建速度间断面与有限元网格交点链表搜索方法,以计算滑面作用力。针对折线滑动面机制,进一步构建分组降维嵌套循环优化策略,采用变量范围全覆盖的空间网格节点枚举为基础和多变量梯度法或单变量黄金分割法结合的优化方法,应对多维变量约束与多极值问题。基于渗流–应力耦合有限元分析,获取蓄水过程中各工况的渗流场与应力场,进而研究底滑面为折线的刚体组合滑动机构及其稳定安全系数的演化规律。结果表明:(1)分组嵌套循环方法能够准确捕捉最危险滑动机构;(2)优化变量为滑入滑出点的位置的最外层循环的安全系数呈现多极值特征,组合搜索策略可兼顾全局最优解的可靠性与优化效率。本研究为库岸边坡蓄水稳定性分析提供了高效可靠的理论工具,揭示了滑动面的动态演化规律,对工程防灾具有重要参考价值。

     

    Abstract: In reservoir banks in southwestern China, colluvial deposits with weak interlayers are widely developed. During reservoir impoundment, the weakening of saturated soil strength and the increase in pore water pressure can easily trigger sliding along weak interlayers, posing a serious threat to engineering safety. Traditional limit equilibrium methods cannot accurately couple the seepage and stress fields, and their reliability in identifying the critical sliding mechanism along polyline slip surfaces with multiple inflection points is limited. To address these issues, this paper proposes, based on the principle of virtual power, a method for obtaining forces on the slip surface by employing a node-element linked-list indexing technique to construct velocity discontinuities and to search for intersection points between the discontinuities and the finite element mesh. For the polyline sliding mechanism, a grouped dimensionality-reduction nested-loop optimization strategy is further developed, combining a full-coverage grid node enumeration in the variable space with multi-variable gradient method or single-variable golden-section search to handle multi-dimensional variable constraints and multi-extremum problems. Based on coupled seepage–stress finite element analysis, the seepage and stress fields under various impoundment conditions are obtained, and the evolution of the stability safety factor for rigid block sliding mechanisms with polyline slip surfaces is investigated. The results show that: (1) the proposed grouped nested-loop method can accurately capture the critical sliding mechanism; (2) the safety factor in the outermost loop, where the optimization variables are the entry and exit points, exhibits multi-extremum characteristics, and the combined search strategy ensures both global optimality and optimization efficiency. This study provides an efficient and reliable theoretical tool for stability analysis of reservoir bank slopes during impoundment, reveals the dynamic evolution of slip surfaces, and offers significant reference value for engineering hazard prevention.

     

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