 |
 |
Recent Issues |
|
Volume 8, Issues 1–1
Volume 8
Issue 1, 1–107
Volume 7, Issues 1–10
Volume 7
Issue 10, 887–1007
Issue 8-9, 735–885
Issue 7, 613–734
Issue 6, 509–611
Issue 5, 413–507
Issue 4, 309–412
Issue 3, 225–307
Issue 2, 119–224
Issue 1, 1–117
Volume 6, Issues 1–9
Volume 6
Issue 9, 1197–1327
Issue 7-8, 949–1195
Issue 6, 791–948
Issue 5, 641–790
Issue 1-4, 1–639
Volume 5, Issues 1–6
Volume 5
Issue 6, 855–1035
Issue 5, 693–854
Issue 4, 529–692
Issue 3, 369–528
Issue 2, 185–367
Issue 1, 1–183
Volume 4, Issues 1–10
Volume 4
Issue 10, 1657–1799
Issue 9, 1505–1656
Issue 7-8, 1185–1503
Issue 6, 987–1184
Issue 5, 779–986
Issue 4, 629–778
Issue 3, 441–627
Issue 2, 187–440
Issue 1, 1–186
Volume 3, Issues 1–10
Volume 3
Issue 10, 1809–1992
Issue 9, 1605–1807
Issue 8, 1403–1604
Issue 7, 1187–1401
Issue 6, 1033–1185
Issue 5, 809–1031
Issue 4, 591–807
Issue 3, 391–589
Issue 2, 195–389
Issue 1, 1–193
Volume 2, Issues 1–10
Volume 2
Issue 10, 1853–2066
Issue 9, 1657–1852
Issue 8, 1395–1656
Issue 7, 1205–1394
Issue 6, 997–1203
Issue 5, 793–996
Issue 4, 595–791
Issue 3, 399–594
Issue 2, 201–398
Issue 1, 1–200
Volume 1, Issues 1–8
Volume 1
Issue 8, 1001–1496
Issue 7, 1097–1299
Issue 6, 957–1095
Issue 5, 837–956
Issue 4, 605–812
Issue 3, 407–604
Issue 2, 205–406
Issue 1, 1–200
|
|
 |
 |
|
Abstract
|
|
This paper introduces a wave
propagation-based damage index which relies on the evaluation of the strain energy
distribution associated with propagating waves. The presence of localized damages
typically distorts the wavefield by causing reflections and diffractions. The evaluation
of such distortions, in reference to the wavefield corresponding to the undamaged
structure, can be used as an indicator which potentially locates, quantifies and
classifies the damage.
The damage index formulation is first illustrated through a numerical model of a
beam with a small notch, modeled as a localized thickness reduction. The beam’s
wave propagation response is simulated through the combined application of
perturbation techniques and the spectral finite element method. The perturbation
approach and a first order model for the beam capture the coupling between bending
and axial behavior caused by the damage, and allow the prediction of mode
conversion phenomena. The perturbation solution allows direct comparison
between undamaged and damaged strain energy contributions, which are
directly associated with perturbation solutions of different orders. The resulting
damage index locates the damage along the beam length and estimates its
severity.
Experimentally, the damage index is implemented by considering full wavefield
measurements obtained through a scanning laser vibrometer. The undamaged
reference response is derived directly from measurements on the damaged
component, through the application of a filtering procedure operating in the
wavenumber/frequency domain.
|
Keywords
damage measure, damage index, notched beam, spectral finite
element method, perturbation techniques, first order beam
theory
|
Milestones
Received: 19 December 2007
Accepted: 18 October 2008
Published: 1 November 2008
|
|
|
|
|