Application of machine learning models in predicting discharge coefficient of side B-type piano key weir

IF 2.3 3区 工程技术 Q2 ENGINEERING, MECHANICAL
Yaser Mehri , Milad Mehri , Mohsen Nasrabadi
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引用次数: 0

Abstract

Side weir is a hydraulic structure within a channel which is usually used to discharge excess water, to divert the flow, and to regulate water surface levels in rivers and irrigation and drainage networks. In general, piano key weirs (PKW) have been used as weirs perpendicular to the flow direction in straight channels. However, the use of the PKW as a side weir in the outer arch of the channels is a new approach to enhance the weir's performance. In this study, 289 tests were first performed on the B-type rectangular side piano key weir (RSPKW) at two arc angles of 30 and 120°. Then, Fuzzy Inference System (FIS), Adaptive Neuro-Fuzzy Inference System (ANFIS), ANFIS and Teaching Learning Based Optimization (TLBO), ANFIS and Grasshopper Optimization Algorithm (GOA), Extreme Learning Machine (ELM) and Outlier Robust ELM (ORELM) models were used to predict the weir discharge coefficient. The results showed that two optimization models of TLBO and GOA increased the accuracy of the ANFIS model. The results showed that the ANFIS-GOA model has accuracy of Root Mean Squared Error (RMSE) = 0.0361, Coefficient of determination (R2) = 0.9772, and Kling Gupta coefficient (KGE) = 0.9858. The ANFIS-TLBO, ANFIS, and FIS models were ranked, respectively. Also, the results showed that ELM and ORELM models have accuracy close to ANFIS-GOA and can be a suitable alternative for complex fuzzy models. According to the statistical analysis, it was found that the parameters of the ratio of weir height to flow depth at the upstream edge of weir (P/h1), arc angle (α), and the ratio of height of the foundation to the main channel width (pd/B) had the greatest role in the development of the models, respectively.

机器学习模型在预测 B 型钢琴键堰侧排流系数中的应用
边堰是渠道中的一种水工建筑物,通常用于排放多余的水量、分流以及调节河流和灌排网络中的水面水位。一般来说,琴键堰(PKW)被用作垂直于直河道水流方向的堰。然而,将钢琴键堰用作渠道外拱的侧堰是一种提高堰性能的新方法。在这项研究中,首先对 B 型矩形钢琴键边堰(RSPKW)在 30 和 120° 两种弧角下进行了 289 次测试。然后,使用模糊推理系统 (FIS)、自适应神经模糊推理系统 (ANFIS)、ANFIS 和基于教学学习的优化 (TLBO)、ANFIS 和蚱蜢优化算法 (GOA)、极限学习机 (ELM) 和离群稳健 ELM (ORELM) 模型来预测堰塞体的排泄系数。结果表明,TLBO 和 GOA 两种优化模型提高了 ANFIS 模型的准确性。结果表明,ANFIS-GOA 模型的精度为均方根误差(RMSE)= 0.0361,判定系数(R2)= 0.9772,Kling Gupta 系数(KGE)= 0.9858。分别对 ANFIS-TLBO、ANFIS 和 FIS 模型进行了排名。结果还显示,ELM 和 ORELM 模型的准确度接近 ANFIS-GOA,可以作为复杂模糊模型的合适替代方案。统计分析发现,堰高与上游堰边水深之比(P/h1)、弧角(α)和基础高度与主航道宽度之比(pd/B)等参数对模型的发展作用最大。
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来源期刊
Flow Measurement and Instrumentation
Flow Measurement and Instrumentation 工程技术-工程:机械
CiteScore
4.30
自引率
13.60%
发文量
123
审稿时长
6 months
期刊介绍: Flow Measurement and Instrumentation is dedicated to disseminating the latest research results on all aspects of flow measurement, in both closed conduits and open channels. The design of flow measurement systems involves a wide variety of multidisciplinary activities including modelling the flow sensor, the fluid flow and the sensor/fluid interactions through the use of computation techniques; the development of advanced transducer systems and their associated signal processing and the laboratory and field assessment of the overall system under ideal and disturbed conditions. FMI is the essential forum for critical information exchange, and contributions are particularly encouraged in the following areas of interest: Modelling: the application of mathematical and computational modelling to the interaction of fluid dynamics with flowmeters, including flowmeter behaviour, improved flowmeter design and installation problems. Application of CAD/CAE techniques to flowmeter modelling are eligible. Design and development: the detailed design of the flowmeter head and/or signal processing aspects of novel flowmeters. Emphasis is given to papers identifying new sensor configurations, multisensor flow measurement systems, non-intrusive flow metering techniques and the application of microelectronic techniques in smart or intelligent systems. Calibration techniques: including descriptions of new or existing calibration facilities and techniques, calibration data from different flowmeter types, and calibration intercomparison data from different laboratories. Installation effect data: dealing with the effects of non-ideal flow conditions on flowmeters. Papers combining a theoretical understanding of flowmeter behaviour with experimental work are particularly welcome.
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