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Damage identification using combined transient power flow balance and acceleration matching technique
Published in
2014
Volume: 21
   
Issue: 2
Pages: 135 - 155
Abstract

This paper presents a multiobjective optimization formulation to detect and quantify crack damage in beam structures at variable locations. It is implemented at the substructure level where the concept is to balance the instantaneous power flow by equating the input power to the dissipated power and the time rate of change of kinetic and strain energies and power transferred to adjacent substructures. This imbalance is reduced to zero to identify the structural parameters or damages. For improved results, the power balance method is combined with conventional acceleration matching method where the objective is to minimize the deviation between measured and estimated accelerations - no additional sensors are required to incorporate the extra power flow balance criteria. Numerical simulations are performed for a lumped mass system, a planar truss structure, and a cantilever beam of 20 elements with multiple damages to evaluate the accuracy of the proposed method. Effects of noise are also taken into account by contaminating the measured responses with 3%, 5%, and 10% Gaussian noise. The particle swarm optimization is used as the optimization algorithm, and normalized fitness functions are defined for both power flow and acceleration components with weighted aggregation multiobjective optimization technique. The effects of various weighting factors for the combined objective function are also studied. The results demonstrate that improvement in accuracy of damage detection is achieved by the combined method, when compared with previous acceleration only matching method as well as other methods. Copyright © 2013 John Wiley & Sons, Ltd.

About the journal
JournalStructural Control and Health Monitoring
ISSN15452255
Open AccessNo
Concepts (18)
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    Crack location
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    Damage identification
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    MULTI-OBJECTIVE OPTIMIZATION TECHNIQUES
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    MULTIPLE DAMAGES
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    Optimization algorithms
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    POWER FLOWS
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    Structural parameter
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    Time domain
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    Algorithms
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    Crack detection
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    Cracks
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    Damage detection
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    Gaussian noise (electronic)
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    Multiobjective optimization
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    Particle swarm optimization (pso)
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    Structural optimization
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    Transients
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    Acceleration