Usage of coot optimization-based random forests analysis for determining the shallow foundation settlement
Yi Han,Xingliang Jiang,Ye Wang,Hui Wang
Abstract
Settlement estimation in cohesion materials is a crucial topic to tackle because of the complexity of the cohesion soil texture, which could be solved roughly by substituted solutions. The goal of this research was to implement recently developed machine learning features as effective methods to predict settlement (πm) of shallow foundations over cohesion soil properties. These models include hybridized support vector regression (πππ ), random forests (π πΉ), and coot optimization algorithm (πΆππ), and black widow optimization algorithm (π΅πππ΄). The results indicate that all created systems accurately simulated the ππ, with an π 2 of better than 0.979 and 0.9765 for the train and test data phases, respectively. This indicates extraordinary efficiency and a good correlation between the experimental and simulated ππ. The model's results outperformed those of π΄ππΉπΌπβπππ, and πΆππβπ πΉ findings were much outstanding to those of the literature. By analyzing established designs utilizing different analysis aspects, such as various error criteria, Taylor diagrams, uncertainty analyses, and error distribution, it was feasible to arrive at the final result that the recommended πΆππβπ πΉ was the outperformed approach in the forecasting process of πm of shallow foundation, while other techniques were also reliable.
Key Words
forecasting; optimization algorithms; random forests; settlement; shallow foundation; support vector regression
Address
Yi Han and Ye Wang: School of Architecture, Anhui Science and Technology University, Bengbu, Anhui, 233100, China
Xingliang Jiang: CCCC Water Transportation Consultants Co., Ltd., Beijing 100007, China
Hui Wang: Department of Civil Engineering, Tongji University, Shanghai 200092, China
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