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Estimation of Open Channel Flow Parameters by Using Genetic Algorithm

机译:基于遗传算法的明渠水流参数估算

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摘要

The present study involves estimation of open channel flow parameters having different bed materials invoking data of Gradual Varied Flow (GVF). Use of GVF data facilitates estimation of flow parameters. The necessary data base was generated by conducting laboratory. In the present study, the efficacy of the Genetic Algorithm (GA) optimization technique is assessed in estimation of open channel flow parameters from the collected experimental data. Computer codes are developed to obtain optimal flow parameters Optimization Technique. Applicability, adequacy and robustness of the developed code are tested using sets of theoretical data generated by experimental work. A simulation model was developed to compute GVF depths at preselected discrete sections for given downstream head and discharge rate. This model is linked to an optimizer to estimate optimal value of decision variables. The proposed model is employed to a set of laboratory data for three bed materials. Application of proposed model reveals that optimal value of fitting parameter ranges from 1.42 to 1.48 as the material gets finer and optimal decision variable ranges from 0.015 to 0.024. The optimal estimates of Manning’s n of three different bed conditions of experimental channel appear to be higher than the corresponding reported/Strickler’s estimates.
机译:本研究涉及具有不同床料的渐开流流量(GVF)数据的明渠流量参数估计。使用GVF数据有助于估算流量参数。必要的数据库是通过进行实验室生成的。在本研究中,遗传算法(GA)优化技术的效果是从收集的实验数据中估算明渠流量参数时进行评估的。开发计算机代码以获得最佳流量参数优化技术。使用实验工作生成的理论数据集来测试所开发代码的适用性,充分性和鲁棒性。针对给定的下游扬程和排放速率,开发了一个仿真模型来计算预选离散段的GVF深度。该模型链接到优化器,以估计决策变量的最佳值。所提出的模型用于三层床料的一组实验室数据。模型的应用表明,随着材料的细化,拟合参数的最佳值在1.42至1.48的范围内,而最佳决策变量的范围在0.015至0.024的范围内。实验通道的三个不同床层条件下Manning的n的最佳估计似乎高于相应的报告/ Strickler的估计。

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