Projection of Water Demand and Sensitivity analysis of Predictors affecting Household usage in Urban Areas using Artificial Neural Network

C. Monjardin, K. L. D. de Jesus, Kim Steven E. Claro, David Andre M. Paz, Kristine L. Aguilar
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引用次数: 7

Abstract

Maintaining a stable residential water supply is becoming a challenge as climate change persists to affect environmental conditions. Thus, the use of forecasting tools is suggested as they can detect complications in water management and operation. Artificial neural network (ANN) model was established in this study to analyze the influence of each selected predictors of water supply in Metro Manila which were identified considering the country's condition. The model used socioeconomic surveys and historical climatic data to train and validate the model. Internal model parameters such as the Levenberg-Marquardt algorithm and hyperbolic tangent sigmoid function was utilized. The developed model has a topology of 9-19-1 (input-hidden-output) and it yielded extremely high R-values 0.97013 and very low mean square error of 2.3463. The data were also used in sensitivity analysis to identify the degree of significance for each predictor that are known to affect water usage in urban areas. Among the selected predictors, the household income holds the highest impact on water demand with SI of 1.346599. The number of female adults has the highest significance among the other demographic variables with 1.215813. Rainfall and temperature data must be paid attention to as well as they are in the 3rd and 4th rank, respectively. The model could be used as a basis to plan for the future and to understand how much water the region will need to continuously sustain daily individual and economic activities.
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基于人工神经网络的城市居民用水需求预测及影响因素敏感性分析
随着气候变化对环境的持续影响,维持稳定的居民供水正成为一项挑战。因此,建议使用预测工具,因为它们可以发现水管理和操作中的并发症。本研究建立人工神经网络(ANN)模型,以分析马尼拉都会区供水的每个选定的预测因子的影响,这些预测因子是根据菲律宾的国情确定的。该模型使用社会经济调查和历史气候数据来训练和验证模型。利用Levenberg-Marquardt算法和双曲正切sigmoid函数等内部模型参数。所建立的模型具有9-19-1(输入-隐藏输出)的拓扑结构,其r值极高,为0.97013,均方误差极低,为2.3463。这些数据还用于敏感性分析,以确定每个已知影响城市地区用水的预测因子的显著程度。所选预测因子中,家庭收入对用水需求的影响最大,SI为1.346599。在其他人口统计变量中,女性成年人数的显著性最高,为1.215813。降雨和温度数据必须注意,它们分别排在第三和第四名。该模型可以作为规划未来的基础,并了解该地区持续维持日常个人和经济活动需要多少水。
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