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Estimation of hydraulic jump characteristics of channels with sudden diverging side walls via SVM

机译:通过SVM突然发散侧壁的液压跳跃特性的估计

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摘要

Sudden diverging channels are one of the energy dissipaters which can dissipate most of the kinetic energy of the flow through a hydraulic jump. An accurate prediction of hydraulic jump characteristics is an important step in designing hydraulic structures. This paper focuses on the capability of the support vector machine (SVM) as a meta-model approach for predicting hydraulic jump characteristics in different sudden diverging stilling basins (i.e. basins with and without appurtenances). In this regard, different models were developed and tested using 1,018 experimental data. The obtained results proved the capability of the SVM technique in predicting hydraulic jump characteristics and it was found that the developed models for a channel with a central block performed more successfully than models for channels without appurtenances or with a negative step. The superior performance for the length of hydraulic jump was obtained for the model with parameters F-1 (Froude number) and (h(2)-h(1))/h(1) (h(1) and h(2) are sequent depth of upstream and downstream respectively). Concerning the relative energy dissipation and sequent depth ratio, the model with parameters F-1 and h(1)/B (B is expansion ratio) led to the best results. According to the outcome of sensitivity analysis, Froude number had the most significant effect on the modeling. Also comparison between SVM and empirical equations indicated the great performance of the SVM.
机译:突然发散通道是能量耗水器之一,可以通过液压跳转来消散流动的大部分动能。精确预测液压跳跃特性是设计液压结构的重要步骤。本文侧重于支持向量机(SVM)作为元模型方法,用于预测不同突发分歧盆地的液压跳跃特性(即盆地,没有附属物)。在这方面,使用1,018个实验数据开发和测试了不同的模型。所获得的结果证明了SVM技术在预测液压跳跃特性方面的能力,并且发现具有中央块的通道的开发模型比没有附属物的通道的模型更成功地执行,或者具有负面步骤。获得液压跳跃长度的优异性能,用于参数F-1(FRoude号)和(H(2)-H(1))/ h(1)(H(1)和H(2)分别是上游和下游的顺序深度)。关于相对能量耗散和顺序深度比,参数F-1和H(1)/ B(B为膨胀率)的模型导致了最佳结果。根据敏感性分析的结果,Froude号对建模具有最显着的影响。 SVM和经验方程之间的比较也表明了SVM的良好性能。

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