Review of Progress in Quantitative Nondestructive Evaluation 1993
DOI: 10.1007/978-1-4615-2848-7_187
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Ultrasonic Evaluation of Interfacial Properties in Layered Substrate

Abstract: INTRODUCTIONLayered substrate is a very important type of material. The layer, such as the paint on metal, has been used widely for the purpose of corrosion prevention. The use of a layer as part of surface acoustic wave devices also has been found to have important applications in such high-tech environments as the semiconductor industry. The performance of layered substrate is critically dependent on the bonding conditions between layer and substrate.Most of the research on the bond quality of layered substr… Show more

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Cited by 3 publications
(3 citation statements)
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“…A B-scan of the surface waves, shown in figure 3, shows a shift in phase precisely in those areas. This effect is somehow expected since the density of the coating is smaller than the density of the metal base, which causes the surface velocity to drop with the thickness of the coating [5].…”
Section: Experiments a Tionidiscussionmentioning
confidence: 99%
“…A B-scan of the surface waves, shown in figure 3, shows a shift in phase precisely in those areas. This effect is somehow expected since the density of the coating is smaller than the density of the metal base, which causes the surface velocity to drop with the thickness of the coating [5].…”
Section: Experiments a Tionidiscussionmentioning
confidence: 99%
“…Generalized Lamb waves propagate with velocities determined not only by the elastic properties and densities of material but also by layer thickness and frequency of the waves [5]. Furthermore, the presence of imperfections in layered materials can also affect the velocity dispersion of Lamb waves [6]. At a given frequency and layer thickness, several modes may exist with different velocities or at a given velocity several modes can be excited provided that the ultrasonic wave contains several frequencies (or a broadband pulse).…”
Section: Introductionmentioning
confidence: 99%
“…Applying these boundary conditions to the displacements and stresses we can solve for the reflection coefficient. Upon solving that equation, we obtain the following expression [36], [54], [75], [22] -tsf …”
Section: Elastic Waves In a Halfspacementioning
confidence: 99%