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Minimum Cost Design of Hydraulic Water Retaining Structure by using Coupled Simulation Optimization Approach

机译:基于耦合仿真优化方法的水工蓄水结构最小成本设计

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摘要

A linked Simulation-Optimization (S-O) model was developed to find the optimum design of Hydraulic Water Retaining Structure (HWRS) constructed on permeable soils. The nonlinear relationship between seepage design variables can accurately and solely simulated by numerical methods. To increase the computational efficiency of the S-O model, the seepage numerical model was replaced by approximation simulator based on the Support Vector Machine (SVM) surrogate models. The surrogate models incorporated and highlighted the effects of hydraulic conductivity (k) and anisotropy ratio (k(y)/k(x)) on the optimum design of HWRS. The results revealed that reducing k and (k(y)/k(x)) values augments the optimum cost. The most effective seepage controller variables were the depth and inclination angle of the last cut-off. Increasing these variables effectively reduced the exit gradient value to the allowable limits. Also, the first and second last aprons (b(9), b(10)) were important to provide a sufficient cross section for HWRS to increase the stability of the HWRS against the overturning, flotation, sliding, etc. The evaluation of S-O technique demonstrated a good agreement between the predicted and simulated seepage characteristics of the optimum HWRS design. Hence, the S-O methodology is applicable to obtain an optimal and minimum cost HWRS design.
机译:开发了一个链接的“模拟-优化”(S-O)模型,以找到在渗透性土壤上构建的水力保持结构(HWRS)的最佳设计。渗流设计变量之间的非线性关系可以通过数值方法准确地单独模拟。为了提高S-O模型的计算效率,用基于支持向量机(SVM)替代模型的逼近模拟器替代了渗流数值模型。替代模型结合并强调了水力传导率(k)和各向异性比(k(y)/ k(x))对HWRS最佳设计的影响。结果表明,降低k和(k(y)/ k(x))值会增加最佳成本。最有效的防渗控制器变量是最后一个边界的深度和倾斜角度。增加这些变量可以有效地将出口梯度值减小到允许的极限。同样,第一个和第二个围裙(b(9),b(10))对于为HWRS提供足够的横截面以增加HWRS抵抗倾覆,浮起,滑动等的稳定性也很重要。这项技术证明了最佳HWRS设计的预测和模拟渗流特性之间的良好一致性。因此,S-O方法可用于获得最佳和最低成本的HWRS设计。

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