Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networks

In this study, two artificial intelligence techniques: (1) artificial neural networks (ANNs) using different algorithms such as Lavenberg–Marquardt (LM), Bayesian Regularization (BR), and Scaled Conjugate Gradient (SCG) and (2) Adaptive Neuro-Fuzzy Inference System (ANFIS) are used to predict veloci...

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Main Authors: Abu Rashid, Sangeeta Kumari
Format: Article
Language:English
Published: IWA Publishing 2023-09-01
Series:Water Supply
Subjects:
Online Access:http://ws.iwaponline.com/content/23/9/3925
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author Abu Rashid
Sangeeta Kumari
author_facet Abu Rashid
Sangeeta Kumari
author_sort Abu Rashid
collection DOAJ
description In this study, two artificial intelligence techniques: (1) artificial neural networks (ANNs) using different algorithms such as Lavenberg–Marquardt (LM), Bayesian Regularization (BR), and Scaled Conjugate Gradient (SCG) and (2) Adaptive Neuro-Fuzzy Inference System (ANFIS) are used to predict velocity and pressure for Gadhra (DMA-5) real water distribution network (WDN), East Singhbhum district of Jharkhand, India. In case 1, flow rate and diameter are used as independent variables to predict velocity. In case 2, elevation and demand are used as independent variables to predict pressure. 80% of the data are used to train, test, and validate the ANN and ANFIS prediction models, while 20% of the data are used to evaluate data-driven models. Sensitivity analysis is performed in ANN-LM to understand the relationship between the independent and dependent variables. The performance indices of RMSE, MAE, and R2 are evaluated for ANN and ANFIS for different combinations. The ANN-LM, with 2-16-1 architecture, is found as a superior to predict velocity and ANN-LM with architecture 2-17-1 is found as a superior to predict pressure. ANN-LM had the best prediction in estimating velocity (RMSE = 0.0189, MAE = 0.0122, R2 = 0.9568) and pressure (RMSE = 0.3244, MAE = 0.2176, R2 = 0.9773). HIGHLIGHTS Hydraulic simulation is performed in WaterGEMS for Gadhra WDN (DMA-5).; Predictions of the data-driven models are performed in MATLAB using ANFIS and ANN using LM, BR, and SCG.; Based on statistical performance, a best model is selected for sensitivity analysis.; Sensitivity analysis is done using ANN-LM to evaluate the impact of independent variables: diameter, flowrate, elevation, and demand on velocity and pressure.;
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spelling doaj.art-795d17bcd945454d9836b02df898a2502023-10-12T07:34:52ZengIWA PublishingWater Supply1606-97491607-07982023-09-012393925394910.2166/ws.2023.224224Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networksAbu Rashid0Sangeeta Kumari1 Department of Civil Engineering, NIT, Jamshedpur, Jharkhand, India Department of Civil Engineering, NIT, Jamshedpur, Jharkhand, India In this study, two artificial intelligence techniques: (1) artificial neural networks (ANNs) using different algorithms such as Lavenberg–Marquardt (LM), Bayesian Regularization (BR), and Scaled Conjugate Gradient (SCG) and (2) Adaptive Neuro-Fuzzy Inference System (ANFIS) are used to predict velocity and pressure for Gadhra (DMA-5) real water distribution network (WDN), East Singhbhum district of Jharkhand, India. In case 1, flow rate and diameter are used as independent variables to predict velocity. In case 2, elevation and demand are used as independent variables to predict pressure. 80% of the data are used to train, test, and validate the ANN and ANFIS prediction models, while 20% of the data are used to evaluate data-driven models. Sensitivity analysis is performed in ANN-LM to understand the relationship between the independent and dependent variables. The performance indices of RMSE, MAE, and R2 are evaluated for ANN and ANFIS for different combinations. The ANN-LM, with 2-16-1 architecture, is found as a superior to predict velocity and ANN-LM with architecture 2-17-1 is found as a superior to predict pressure. ANN-LM had the best prediction in estimating velocity (RMSE = 0.0189, MAE = 0.0122, R2 = 0.9568) and pressure (RMSE = 0.3244, MAE = 0.2176, R2 = 0.9773). HIGHLIGHTS Hydraulic simulation is performed in WaterGEMS for Gadhra WDN (DMA-5).; Predictions of the data-driven models are performed in MATLAB using ANFIS and ANN using LM, BR, and SCG.; Based on statistical performance, a best model is selected for sensitivity analysis.; Sensitivity analysis is done using ANN-LM to evaluate the impact of independent variables: diameter, flowrate, elevation, and demand on velocity and pressure.;http://ws.iwaponline.com/content/23/9/3925anfisannbayesian regularizationlevenberg–marquardtscaled conjugate gradientsensitivity analysis
spellingShingle Abu Rashid
Sangeeta Kumari
Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networks
Water Supply
anfis
ann
bayesian regularization
levenberg–marquardt
scaled conjugate gradient
sensitivity analysis
title Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networks
title_full Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networks
title_fullStr Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networks
title_full_unstemmed Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networks
title_short Performance evaluation of ANN and ANFIS models for estimating velocity and pressure in water distribution networks
title_sort performance evaluation of ann and anfis models for estimating velocity and pressure in water distribution networks
topic anfis
ann
bayesian regularization
levenberg–marquardt
scaled conjugate gradient
sensitivity analysis
url http://ws.iwaponline.com/content/23/9/3925
work_keys_str_mv AT aburashid performanceevaluationofannandanfismodelsforestimatingvelocityandpressureinwaterdistributionnetworks
AT sangeetakumari performanceevaluationofannandanfismodelsforestimatingvelocityandpressureinwaterdistributionnetworks