Nov 2026· Journal of computing in civil engineering· 0 citations· 33 references
Abstract
Buried horizontal cylindrical tanks are susceptible to stress instabilities, such as shell buckling and weld fatigue, under nonuniform ground settlement. Classical Terzaghi-based earth pressure theories simplify key parameters into static constants, rendering them inadequate for capturing the dynamic soil-tank interaction and parameter evolution induced by settlement. To address this limitation, a physics-data hybrid model (PDHM) is developed by embedding a genetic programming (GP) module into a three-dimensional (3D) analytical earth pressure framework for medium-dense sand conditions. This approach leverages the symbolic regression capability of GP to derive explicit nonlinear expressions for the dynamic load-bearing width
B
and lateral pressure coefficient
K
, thereby unifying data-driven adaptability with physical constraints. To ensure transparency and reproducibility, a standalone GP model is constructed as a purely data-driven baseline, utilizing identical feature inputs, preprocessing procedures, and training-testing protocols. Results demonstrate that the PDHM reduces prediction errors by 82.1% to 96.1% compared to the baseline, with decreases in RMSE and MAPE of 51.89% and 92.34%, respectively. Consequently, the PDHM offers an interpretable, generalizable, and computationally efficient tool for analyzing stress evolution and supporting the safety assessment of buried horizontal cylindrical tanks in medium-dense sand conditions.
Predicting the nonlinear seismic response of structures that have entered the plastic range under strong ground motions is severely constrained by data scarcity and computational cost. In this article, to address this dual challenge, we propose a physics-guided ensemble model based on Support Vector Regression. A finit...
Wan-Qi Zheng, Ai-Fu Sun, Han-Wei Wang et al.· Buildings· 0 citations
Thin-walled truncated conical shells are widely used in aerospace, marine, offshore, and lightweight infrastructure systems due to their high strength-to-weight ratio and geometric efficiency. Their buckling resistance under axial compression, however, is highly sensitive to geometric imperfections, manufacturing toler...
Devasmit Dutta, Budhaditya De, Rohan Majumder et al.· 0 citations
Conventional data-driven methods for slope stability analysis often exhibit an over-reliance on data while neglecting underlying physical principles. To address this limitation, this study proposes a physics-informed neural network (PINN) framework that integrates a neural network surrogate with the elastoplastic defor...