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9781905209019

Structural Health Monitoring

by ; ; ;
  • ISBN13:

    9781905209019

  • ISBN10:

    1905209010

  • Edition: 1st
  • Format: Hardcover
  • Copyright: 2006-02-06
  • Publisher: Wiley-ISTE

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Summary

While exploring the variety of sensing techniques used to achieve structural health monitoring, this book focuses on the sensors, signal- and data-reduction methods, and inverse techniques. Because the techniques are not based upon application type or linked to special classes of problems, the book explores the broader familiesvibration and modal analysis, optical fibre sensing, acousto-ultrasonics using piezoelectric transducers, and electric and electromagnetic techniques.

Author Biography

Daniel Balageas is the deputy head of the Structures and Damage Mechanics Department (DMSE) at the Office National d'+tudes et de Recherches ATrospatiales and a part-time associate professor at the +cole Normale SupTrieure–Cachan. Claus-Peter Fritzen is a professor of mechanics at the Institute of Mechanics and Control-Mechatronics at the University of Siegen. Alfredo Gnemes is a professor of material science, director of the Aerospace Materials and Processes Department at the Polytechnic University of Madrid, and the cochairman of the Stanford International Workshops on Structural Health Monitoring.

Table of Contents

Foreword 11(2)
Chapter 1. Introduction to Structural Health Monitoring 13(32)
Daniel BALAGEAS
1.1. Definition of Structural Health Monitoring
13(2)
1.2. Motivation for Structural Health Monitoring
15(3)
1.3. Structural Health Monitoring as a way of making materials and structures smart
18(3)
1.4. SHM and biomimetics
21(3)
1.5. Process and pre-usage monitoring as a part of SHM
24(2)
1.6. SHM as a part of system management
26(1)
1.7. Passive and active SHM
27(1)
1.8. NDE, SHM and NDECS
28(4)
1.9. Variety and multidisciplinarity: the most remarkable characters of SHM
32(4)
1.10. Birth of the Structural Health Monitoring Community
36(2)
1.11. Conclusion
38(1)
1.12. References
39(6)
Chapter 2. Vibration-Based Techniques for Structural Health Monitoring 45(180)
Claus-Peter FRITZEN
2.1. Introduction
45(4)
2.2. Basic vibration concepts for SHM
49(13)
2.2.1. Local and global methods
52(2)
2.2.2. Damage diagnosis as an inverse problem
54(3)
2.2.3. Model-based damage assessment
57(5)
2.3. Mathematical description of structural systems with damage
62(15)
2.3.1. General dynamic behavior
62(3)
2.3.2. State-space description of mechanical systems
65(8)
2.3.3. Modeling of damaged structural elements
73(4)
2.4. Linking experimental and analytical data
77(11)
2.4.1. Modal Assurance Criterion (MAC) for mode pairing
77(1)
2.4.2. Modal Scaling Factor (MSF)
78(1)
2.4.3. Co-ordinate Modal Assurance Criterion (COMAC)
79(1)
2.4.4. Damping
79(1)
2.4.5. Expansion and reduction
80(4)
2.4.6. Updating of the initial model
84(4)
2.5. Damage localization and quantification
88(30)
2.5.1. Change of the flexibility matrix
88(2)
2.5.2. Change of the stiffness matrix
90(1)
2.5.3. Strain-energy-based indicator methods and curvature modes
91(4)
2.5.4. MECE error localization technique
95(1)
2.5.5. Static displacement method
96(1)
2.5.6. Inverse eigensensitivity method
97(3)
2.5.7. Modal force residual method
100(4)
2.5.8. Kinetic and strain energy-based sensitivity methods
104(4)
2.5.9. Forced vibrations and frequency response functions
108(10)
2.6. Solution of the equation system
118(9)
2.6.1. Regularization
119(1)
2.6.2. Parameter subset selection
120(5)
2.6.3. Other solution methods
125(1)
2.6.4. Variances of the parameters
126(1)
2.7. Neural network approach to SHM
127(5)
2.7.1. The basic idea of neural networks
128(1)
2.7.2. Neural networks in damage detection, localization and quantification
129(2)
2.7.3. Multi-layer Perceptron (MLP)
131(1)
2.8. A simulation example
132(21)
2.8.1. Description of the structure
132(5)
2.8.2. Application of damage indicator methods
137(5)
2.8.3. Application of the modal force residual method and inverse eigensensitivity method
142(7)
2.8.4. Application of the kinetic and modal strain energy methods
149(3)
2.8.5. Application of the Multi-Layer Perceptron neural network
152(1)
2.9. Time-domain damage detection methods for linear systems
153(15)
2.9.1. Parity equation method
154(9)
2.9.2. Kalman filters
163(5)
2.9.3. AR and ARX models
168(1)
2.10. Damage identification in non-linear systems
168(9)
2.10.1. Extended Kalman filter
168(3)
2.10.2. Localization of damage using filter banks
171(1)
2.10.3. A simulation study on a beam with opening and closing crack
172(5)
2.11. Applications
177(28)
2.11.1. I-40 bridge
177(8)
2.11.2. Steelquake structure
185(7)
2.11.3. Application of the Z24 bridge
192(6)
2.11.4. Detection of delamination in a CFRP plate with stiffeners
198(7)
2.12. Conclusion
205(2)
2.13. Acknowledgements
207(1)
2.14. References
208(17)
Chapter 3. Fiber-Optic Sensors 225(62)
Alfredo GÜEMES and Jose Manuel MENENDEZ
3.1. Introduction
225(4)
3.2. Classification of fiber-optic sensors
229(8)
3.2.1. Intensity-based sensors
229(3)
3.2.2. Phase-modulated optical fiber sensors, or interferometers
232(3)
3.2.3. Wavelength based sensors, or Fiber Bragg Gratings (FBG)
235(2)
3.3. The fiber Bragg grating as a strain and temperature sensor
237(25)
3.3.1. Response of the FBG to uniaxial uniform strain fields
237(2)
3.3.2. Sensitivity of the FBG to temperature
239(1)
3.3.3. Response of the FBG to a non-uniform uniaxial strain field
240(8)
3.3.4. Response of the FBG to transverse stresses
248(3)
3.3.5. Photoelasticity in a plane stress state
251(11)
3.4. Structures with embedded fiber Bragg gratings
262(3)
3.4.1. Orientation of the optical fiber optic with respect to the reinforcement fibers
263(2)
3.4.2. Ingress/egress from the laminate
265(1)
3.5. Fiber Bragg gratings as damage sensors for composites
265(9)
3.5.1. Measurement of strain and stress variations
266(4)
3.5.2. Measurement of spectral perturbations associated with internal stress release resulting from damage spread
270(4)
3.6. Examples of applications in aeronautics and civil engineering
274(9)
3.6.1. Stiffened panels with embedded fiber Bragg gratings
275(6)
3.6.2. Concrete beam repair
281(2)
3.7. Conclusions
283(1)
3.8. References
284(3)
Chapter 4. Structural Health Monitoring with Piezoelectric Sensors 287(92)
Philippe GUY and Thomas MONNIER
4.1. Background and context
287(3)
4.2. The use of embedded sensors as acoustic emission (AE) detectors
290(18)
4.2.1. Experimental results and conventional analysis of acoustic emission signals
293(3)
4.2.2. Algorithms for damage localization
296(4)
4.2.3. Algorithms for damage characterization
300(4)
4.2.4. Available industrial AE systems
304(1)
4.2.5. New concepts in acoustic emission
305(3)
4.2.6. Conclusion
308(1)
4.3. State-the-art and main trends in piezoelectric transducer-based acousto-ultrasonic SHM research
308(44)
4.3.1. Lamb wave structure interrogation
309(4)
4.3.2. Sensor technology
313(12)
4.3.3. Tested structures (mainly metallic or composite parts)
325(1)
4.3.4. Acousto-ultrasonic signal and data reduction methods
325(9)
4.3.5. The full implementation of SHM of localized damage with guided waves in composite materials
334(13)
4.3.6. Available industrial acousto-ultrasonic systems with piezoelectric sensors
347(5)
4.4. Electromechanical impedance
352(13)
4.4.1. E/M impedance for defect detection in metallic and composite parts
352(1)
4.4.2. The piezoelectric implant method applied to the evaluation and monitoring of viscoelastic properties
353(11)
4.4.3. Conclusion
364(1)
4.5. Summary and guidelines for future work
365(1)
4.6. References
365(14)
Chapter 5. SHM Using Electrical Resistance 379(32)
Michelle SALVIA and Jean-Christophe ABRY
5.1. Introduction
379(1)
5.2. Composite damage
380(1)
5.3. Electrical resistance of unloaded composite
381(7)
5.3.1. Percolation concept
381(1)
5.3.2. Anisotropic conduction properties in continuous fiber reinforced polymer
382(4)
5.3.3. Influence of temperature
386(2)
5.4. Composite strain and damage monitoring by electrical resistance
388(13)
5.4.1. 0° unidrectional laminates
388(8)
5.4.2. Multidirectional laminates
396(5)
5.4.3. Randomly distributed fiber reinforced polymers
401(1)
5.5. Damage localization
401(4)
5.6. Conclusion
405(1)
5.7. References
405(6)
Chapter 6. Low Frequency Electromagnetic Techniques 411(52)
Michel LEMISTRE
6.1. Introduction
411(1)
6.2. Theoretical considerations on electromagnetic theory
412(14)
6.2.1. Maxwell's equations
412(1)
6.2.2. Dipole radiation
413(3)
6.2.3. Surface impedance
416(5)
6.2.4. Diffraction by a circular aperture
421(2)
6.2.5. Eddy currents
423(1)
6.2.6. Polarization of dielectrics
423(3)
6.3. Applications to the NDE/NDT domain
426(10)
6.3.1. Dielectric materials
426(2)
6.3.2. Conductive materials
428(4)
6.3.3. Hybrid method
432(4)
6.4. Signal processing
436(11)
6.4.1. Time-frequency transforms
436(1)
6.4.2. The continuous wavelet transform
437(2)
6.4.3. The discrete wavelet transform
439(2)
6.4.4. Multiresolution
441(2)
6.4.5. Denoising
443(4)
6.5. Application to the SHM domain
447(13)
6.5.1. General principles
447(1)
6.5.2. Magnetic method
448(2)
6.5.3. Electric method
450(1)
6.5.4. Hybrid method
450(10)
6.6. References
460(3)
Chapter 7. Capacitive Methods for Structural Health Monitoring in Civil Engineering 463(28)
Xavier DÉROBERT and Jean IAQUINTA
7.1. Introduction
463(1)
7.2. The principle
464(2)
7.3. Capacitance probe for cover concrete
466(5)
7.3.1. Layout
466(1)
7.3.2. Sensitivity
467(2)
7.3.3. Example of measurements on the Empalot Bridge (Toulouse, France)
469(2)
7.4. Application for external post-tensioned cables
471(8)
7.4.1. Influence of the location of the cable
473(1)
7.4.2. Effect of air and water layers
474(2)
7.4.3. Small inclusions
476(1)
7.4.4. Example of an actual measurement
477(2)
7.5. Future work
479(1)
7.6. Monitoring historical buildings
480(8)
7.6.1. Capacitance probe for moisture monitoring
481(1)
7.6.2. Environmental conditions
482(1)
7.6.3. Study on a stone wall test site
483(2)
7.6.4. Water content monitoring of part of the masonry of Notre-Dame La Grande church (Poitiers, France)
485(3)
7.7. Conclusion
488(1)
7.8. Acknowledgements
488(1)
7.9. References
489(2)
Short Biographies of the Contributors 491(2)
Index 493

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