Journal of Geotechnical Engineering · 1995 · 187 citations · 4 references
EngineeringCivil EngineeringSoil SciencesGeotechnical EngineeringSoil MechanicsSoil ScienceConstitutive ModelingNeural ModelingNeural NetworksSoil TextureSoil-structure InteractionStress Distribution In SoilsNeural Network ModelingParticle-size DistributionStress - Strain Behavior Of SoilsStress History EffectsStress-strain AnalysisStress-strain CurveStress-strain RelationsStress-strain Relationships
The study applies artificial neural networks to model sand stress‑strain behavior across different grain sizes and stress histories. Data were collected from controlled undrained triaxial compression tests on eight sand types to train and validate the neural network models. Sequential ANNs with feedback outperform conventional ANNs, enabling accurate simulation of sand stress‑strain curves—including unload‑reload loops—and suggesting that well‑trained ANN models can capture particle size and stress history effects.
An attempt has been made to implement artificial neural networks (ANNs) for modeling the stress-strain relationship of sands with varying grain size distribution and stress history. A series of undrained triaxial compression tests for eight different sands was performed under controlled conditions to develop the database and was used for neural network training and testing. The investigation confirmed that a sequential ANN with feedback is more effective than a conventional ANN without feedback, to simulate the soil stress-strain relationship. The study shows that there is potential to develop a general ANN model that accounts for particle size distribution and stress history effects. The work presented in this paper also demonstrates the ability of neural networks to simulate unload-reload loops of the soil stress-strain characteristics. It is concluded from this study that artificial-neural-network-based soil models can be developed by proper training and learning algorithms based on a comprehensive data set, and that useful inferences can be made from such models.
4
Learning representations by back-propagating errors
David E. Rumelhart, Geoffrey E. Hinton, Ronald J. Williams · Nature · 1986 · 30.9K citations
RATE DEPENDENT BEHAVIOR OF CLAYS USING NEURAL NETWORKS
Dayakar Penumadu, Nan Liu, J-L Chameau et al. · 1994 · 22 citations