Advances in Structural Engineering · 2022 · 15 citations · 34 references
EngineeringMachine LearningMechanical EngineeringStructural OptimizationStructural EngineeringStructural IdentificationDamage MechanismData SciencePattern RecognitionMultilinear Subspace LearningPublic HealthRegularization (Mathematics)Structural Damage IdentificationStructural Health MonitoringStructural ReliabilityInverse ProblemsFunctional Data AnalysisSparse RepresentationHigh-dimensional MethodStructural AnalysisSparse RegularizationLasso PenaltyStructural MechanicsStructural Damage
The sparse regularization (SReg) model is widely used for structural damage identification by employing the sparsity peculiarity of the structural damage. The conventional SReg model often separately conducts damage identification on each measurement, while ignores the utilization of the similarity information among different measurements. In this paper, we propose a novel joint sparse regularization model for structural damage identification. In detail, combined with the sparsity of the structural damage by the conventional SReg model, our model employs the similarity of different measurements to further improve the damage identification performance, which is realized by the generalized fused lasso penalty. Numerical simulations on the six-bay planar truss structure and experimental studies on the cantilever beam structure illustrate that the damage identification accuracy of our model is promoted 3.59% and 20.75% than the conventional SReg one, respectively.
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Simplified calculation of eigenvector derivatives
Richard B. Nelson · AIAA Journal · 1976 · 898 citations