Kubanni水库溶解氧建模的自适应神经模糊推理系统性能评估——以尼日利亚Zaria为例

IF 1.3 Q4 ENVIRONMENTAL SCIENCES Environmental Health Engineering and Management Journal Pub Date : 2022-10-10 DOI:10.34172/ehem.2022.37
E. Chukwuemeka, Sanni Ismaila Mohammed, Abubakar Alfa Umar, Idoko Apeh Abraham, Bello Abdulrazaq Ayobami
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引用次数: 1

摘要

背景:水质评估需要艰苦的实验室和统计分析,包括样本收集,有时还需要运输到实验室,这可能很昂贵。近年来,由于人为和农业污染,迫切需要监测库巴尼水库的溶解氧浓度。因此,本研究将基于自适应神经模糊推理系统(ANFIS)的建模方法应用于库巴尼油藏溶解氧预测。方法:利用7年的水质数据建立ANFIS模型。根据其敏感性,选择了六个水质参数进行分析,即总溶解固体、游离二氧化碳、浊度、温度、锰和电导率。在生成模糊推理系统时,考虑了减法聚类和网格划分技术。根据训练数据和测试数据的长度不同,选择了三个ANFIS模型进行建模。结果:结果表明,对于使用六个输入变量的整个数据,模型-1给出了最好的相关性(R平方和调整后的R平方分别为0.852503和0.845000)。而模型-3给出了使用三个输入变量的整个数据的最佳相关性(R平方和调整后的R平方分别为0.807791和0.799940)。结论:ANFIS模型1使用6个输入的性能效率表明,该模型用于水质建模是可靠的。
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Performance evaluation of adaptive neuro-fuzzy inference system for modelling dissolved oxygen of Kubanni Reservoir: A case study in Zaria, Nigeria
Background: Water quality evaluation require arduous laboratory and statistical analyses comprising of sample collection and sometimes transportation to laboratories, which may be expensive. In recent years, there has been an emergent need to monitor the dissolved oxygen (DO) concentrations of Kubanni reservoir as a result of anthropogenic and agricultural pollution. Hence, this study was conducted to apply adaptive neuro-fuzzy inference system (ANFIS)-based modelling in the prediction of DO of Kubanni reservoir. Methods: Water quality data for seven years were used to develop ANFIS models. Six water quality parameters, namely, total dissolved solids, free carbon dioxide, turbidity, temperature, manganese, and electrical conductivity, were selected for analysis based on their sensitivity. Subtractive clustering and grid partitioning techniques were considered when generating the fuzzy inference system (FIS). Three ANFIS models according to different lengths for training data and testing data were selected for modelling. Results: The results showed that Model-1 gave the best correlation (R-squared and adjusted R-squared of 0.852503 and 0.845000, respectively) for whole data using six input variables. While Model-3 gave the best correlation (R-squared and adjusted R-squared of 0.807791 and 0.799940, respectively) for whole data using three input variables. Conclusion: The performance efficiency of ANFIS model 1 using 6 inputs shows that the model is reliable for modelling water quality.
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来源期刊
CiteScore
2.40
自引率
37.50%
发文量
17
审稿时长
12 weeks
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