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Optimization algorithms for system integration

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Autor
Papadimitriou, C.; Ntotsios, E.
Fecha
2008
Materia
Bayesian inference
Damage detection
Information entropy
Optimal sensor location
Structural dynamics
Structural identification
Discrete variables
Finite-element model updating
Gradient-based
Integrating systems
Measured datum
Model parameter estimations
Model-based
Multi-objective optimization problems
Multi-objective optimizations
Network of sensors
Optimization algorithms
Structural healths
System integrations
Bayesian networks
Computational complexity
Dynamics
Heuristic algorithms
Inference engines
Integrated control
Integration
Metal analysis
Model structures
Multiobjective optimization
Parameter estimation
Sensor networks
Sensors
Structural health monitoring
Shape optimization
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Resumen
This work outlines the optimization algorithms involved in integrating system analysis and measured data collected from a network of sensors. The integration is required for structural health monitoring problems arising in structural dynamics and related to (1) model parameter estimation used for finite element model updating, (2) model-based damage detection in structures and (3) optimal sensor location for parameter estimation and damage detection. These problems are formulated as single- and multi-objective optimization problems of continuous or discrete-valued variables. Gradient-based, evolutionary, hybrid and heuristic algorithms are presented that effectively address issues related to the estimation of multiple local/global solutions and computational complexity arising in single and multi-objective optimization involving continuous and discrete variables. © 2008 Trans Tech Publications, Switzerland.
URI
http://hdl.handle.net/11615/31684
Colecciones
  • Δημοσιεύσεις σε περιοδικά, συνέδρια, κεφάλαια βιβλίων κλπ. [19735]

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