Review of Progress in Quantitative Nondestructive Evaluation 1997
DOI: 10.1007/978-1-4615-5947-4_18
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The Boundary Element Method for Flaw Classification in Wave Guides

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“…This is a complex problem due to the number of variables involved and the fact that mode conversion generally occurs. For a given defect geometry and a given incident wave mode, the reflection coefficient can be calculated using finite element techniques (Alleyne and Cawley, 1992b) or other numerical techniques (Pelts et al, 1997). An approximate but not rigorous way of investigating the reflection of guided waves from defects is to look at the distribution of strain energy density (SED) of a mode through the thickness of the plate.…”
Section: Conclusion On Mode Suitabilitymentioning
confidence: 99%
“…This is a complex problem due to the number of variables involved and the fact that mode conversion generally occurs. For a given defect geometry and a given incident wave mode, the reflection coefficient can be calculated using finite element techniques (Alleyne and Cawley, 1992b) or other numerical techniques (Pelts et al, 1997). An approximate but not rigorous way of investigating the reflection of guided waves from defects is to look at the distribution of strain energy density (SED) of a mode through the thickness of the plate.…”
Section: Conclusion On Mode Suitabilitymentioning
confidence: 99%