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Article type: Research Article
Authors: Wang, Wei | Zhang, Weidong; * | Zhang, Zhe
Affiliations: Fourth Institute Fourth of Geological and Mineral Exploration of Gansu Provincial Burcau of Geology and Mineral Resourses, Jiuquan Gansu, China
Correspondence: [*] Corresponding author. Weidong Zhang, Fourth Institute Fourth of Geological and Mineral Exploration of Gansu Provincial Burcau of Geology and Mineral Resourses, Jiuquan Gansu 735000, China. E-mail: [email protected].
Abstract: The complexity of the cohesive soil structure necessitates settlement modeling beneath shallow foundations. The goal of this research is to use recently discovered machine learning techniques called the hybridized radial basis function neural network (RBFNN) with sine cosine algorithm (SCA) and firefly algorithm (FFA) to detect settlement (Sm) of shallow foundations. The purpose of using optimization methods was to find the optimal value for the primary attributes of the model under investigation. With R2 values of at least 0.9422 for the learning series and 0.9271 for the assessment series, both the produced SCA - RBFNN and FFA - RBFNN correctly replicated the Sm, which indicates a considerable degree of efficacy and even a reasonable match between reported and modeled Sm. In comparison to FFA - RBFNN and ANFIS - PSO, the SCA - RBFNN is believed to be the more correct method, with the values of R2, RMSE and MAE was 0.9422, 7.2255 mm and 5.1257 mm, which is superior than ANFIS - PSO and FFA - RBFNN. The SCA - RBFNN could surpass FFA one by 25% for the learning component and 14.2% for the test data, according to the values of PI index. Ultimately, it is apparent that the RBFNN combined with SCA could score higher than the FFA and even the ANFIS - PSO, which is the proposed system in the Sm forecasting model, after assessing the reliability and considering the assumptions.
Keywords: Shallow foundation settlement, prediction, RBF neural network, sine cosine algorithm
DOI: 10.3233/JIFS-223907
Journal: Journal of Intelligent & Fuzzy Systems, vol. 45, no. 1, pp. 1387-1396, 2023
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