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Analysis of domestic water demand variables of a residential colony in Ajmer, Rajasthan (India)

机译:AJMER,拉贾斯坦邦(印度)住宅殖民地的国内水需求变量分析

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In this paper, significant variables of domestic urban water demand required for the purpose of estimation of urban water supply in five planned colonies of the City of Ajmer, Rajasthan, India, are identified. The data for these 16 variables are entered in the multiple linear regression (MLR) (stepwise) models in SPSS software, and domestic water demand models are developed. Based on these models, the six most significant variables, namely temperature (T), rainfall (RF), family size (FS), family income (FI), number of bathrooms (NB), and age of house (AH), are identified. The data of 16 variables are further utilized in principal component analysis (PCA), and five factors/variables are extracted, comprising combinations of these 16 variables. A regression coefficient of 0.76 is obtained in the PCA model. These six significant variables are further fed into amultilayer perceptron neural network (NN) model for water demand forecasting. The linear regression coefficient of NN is 0.90, very close to the MLR (stepwise) coefficient of 0.89, and verifying the dependence of water demand on these six variables. The outcome of the study suggests that the six variables are significant for estimation of water demand for Ajmer.
机译:在本文中,确定了在印度Ajmer,拉贾斯坦邦的五个计划殖民地估算城市供水所需的国内城市水需求的显着变量。这16个变量的数据输入了SPSS软件中的多元线性回归(MLR)(逐步)模型,并开发了国内需水量模型。基于这些模型,六个最重要的变量,即温度(T),降雨(RF),家庭大小(FS),家庭收入(FI),浴室(NB)和房屋年龄(啊)是确定。 16个变量的数据进一步用于主成分分析(PCA),提取五个因子/变量,包括这些16变量的组合。在PCA模型中获得了0.76的回归系数。这六种显着变量进一步进入了用于水需求预测的Amultilayer Perceptron神经网络(NN)模型。 NN的线性回归系数为0.90,非常接近MLR(逐步)系数为0.89,并验证水需求对这六个变量的依赖性。该研究的结果表明,六种变量对于AJMER的水需求估算是显着的。

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