Journal
GEOCARTO INTERNATIONAL
Volume 37, Issue 26, Pages 11652-11670Publisher
TAYLOR & FRANCIS LTD
DOI: 10.1080/10106049.2022.2060318
Keywords
Rainfall intensity; Random Forest; climatic heterogeneity; precipitation intensity
Categories
Funding
- Coordination for the Improvement of Higher Education Personnel (CAPES) [88882.315083/2019-01]
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This study uses machine learning algorithms and a covariate bank to spatially predict rainfall erosivity in Southeastern Brazil. The results show that the Random Forest algorithm performs the best in modeling during the low rainfall period. The dynamics of rainfall erosivity are strongly influenced by factors such as air mass circulation, relief, and geographic position.
The spatiotemporal dynamic of rainfall erosivity is essential for environmental studies and guidance to control erosion. The purpose of this study is to assess rainfall erosivity (monthly and annual), testing machine learning algorithms aided by a covariate bank for spatial prediction of rainfall erosivity in Southeastern Brazil. The modeling tested Random Forest-RF, Cubist, Support Vector Machine, Earth, and Linear Model, associated with 154 covariates (topographic, climatic, and vegetation data). However, we apply the cut-off correlation function (findcorrelation) and feature selection algorithm (Recursive Feature Elimination-RFE) to select strong covariates. Our results show that the RF algorithm was more efficient in modeling (R-2 values between 0.29 and 0.82), whit the best metrics in the low rainfall period (winter). The modeling showed fluidity by selecting only 43 significant covariates due to the findcorrelation and RFE functions. The most important and frequent covariates in spatial modeling were coordinates, water deficit, topographical, and climatic data. In general, the spatial results show that the dynamics of rainfall erosivity is strongly affected by factors of air mass circulation, relief, and geographic position. Our approach is promising as it is a method capable of estimating rainfall erosivity in unsampled areas, capturing information from significant spatial covariates.
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