Fuzzy logic and exploratory regression-based dam site identification

Q2 Environmental Science
Imran Ahmad , Martina Zelenakova , Mithas Ahmad Dar , Getanew Sewnetu Zewdu , Getachew Fentaw , Teshome Kifle , Gashaw Sintayehu Angualie
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引用次数: 0

Abstract

This study uses Geographic Information System (GIS) and Remote sensing (RS) to identify suitable dam sites. In the GIS domain, determinant elements like geology, land use, slope, precipitation, and soil texture were examined. The impact of each element on the potential of a dam site led to a reclassification and the assignment of appropriate fuzzy membership values. Based on their closeness to neighboring settlements, dams, and flow accumulation, eight sites were chosen. Based on flow accumulation, elevation, precipitation, slope, stream order, and maximum storage capacity, the dam locations that were chosen were computed. Lower Variance Inflation Factor (VIF) values suggested that there were no redundant variables, and the analysis found that each independent variable had a significant robust probability at a 0.05 level. Despite conflicting correlations hypothesized because of non-stationarity or heteroskedasticity, the Koenker's studentized Bruesch-Pagan statistic was determined to be statistically inconsequential. Also statistically insignificant was the Jarque-Bera statistic, which shows a Gaussian distribution of residuals. For land use, precipitation, and fuzzified geology, the corresponding corrected coefficient of correlation (R2) values were 0.58, 0.56, and 0.17. The potential of the chosen dam sites was found to be entirely explained by land use and geology, with rainfall, soil texture, stream order, flow accumulation, slope, and elevation coming in second and third. Validated using spatial autocorrelation and Global Moran's I, the model's Gaussian pattern validates its effectiveness in identifying potential dam sites at regional and continental levels when combined with exploratory regression.
本研究利用地理信息系统(GIS)和遥感(RS)来确定合适的坝址。在GIS领域,研究了地质、土地利用、坡度、降水和土壤质地等决定因素。每个因素对坝址潜力的影响导致重新分类和分配适当的模糊隶属值。根据它们与邻近定居点、水坝和水流积聚的接近程度,选择了8个地点。根据蓄积量、高程、降水量、坡度、水流顺序、最大库容等因素,计算大坝选址。较低的方差膨胀因子(VIF)值表明不存在冗余变量,分析发现每个自变量在0.05水平上具有显著的稳健概率。尽管由于非平稳性或异方差而假设了相互矛盾的相关性,但Koenker的学生化Bruesch-Pagan统计被确定为统计无关紧要。Jarque-Bera统计量在统计上也不显著,它显示了残差的高斯分布。对于土地利用、降水和模糊地质,相应的校正相关系数(R2)分别为0.58、0.56和0.17。所选坝址的潜力完全由土地利用和地质来解释,其次和第三位是降雨、土壤质地、河流顺序、水流积累、坡度和海拔。通过空间自相关和Global Moran’s I验证,该模型的高斯模式与探索性回归相结合,验证了其在区域和大陆层面识别潜在水坝选址的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Environmental Challenges
Environmental Challenges Environmental Science-Environmental Engineering
CiteScore
8.00
自引率
0.00%
发文量
249
审稿时长
8 weeks
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