2000
DOI: 10.1121/1.428552
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Ultrasonic Waves in Solid Media

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Cited by 1,123 publications
(1,146 citation statements)
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“…The group velocity for the symmetric and anti-symmetric modes has been calculated by the standard approach of solving numerically the Rayleigh-Lamb equation [11] for isotropic sheets. The group velocity plots for the modes for the 1 mm and 3 mm thick sheets with the corresponding FFTs of figure 7 directly below them are shown in figure 8.…”
Section: Experimental Results On Defect Free Aluminium Sheetsmentioning
confidence: 99%
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“…The group velocity for the symmetric and anti-symmetric modes has been calculated by the standard approach of solving numerically the Rayleigh-Lamb equation [11] for isotropic sheets. The group velocity plots for the modes for the 1 mm and 3 mm thick sheets with the corresponding FFTs of figure 7 directly below them are shown in figure 8.…”
Section: Experimental Results On Defect Free Aluminium Sheetsmentioning
confidence: 99%
“…From figure 2, one can see that that the S 0 mode should be generated more efficiently by the laser source at the frequency thickness product of 0.5 MHz-mm when compared to 2.21 MHz-mm, where there is almost zero in-plane displacement at the surface. These have been calculated using the standard technique of firstly solving the relevant Rayleigh-Lamb equations to find the phase velocity of a particular mode at a particular frequency thickness product, and then taking this result to calculate the displacement through the thickness of the plate [11]. Figure 2 Relative displacement of the in-plane and out of plane components in a 1 mm thick aluminium sheet for the S 0 mode Lamb wave at frequency-thickness products of 0.5 MHz-mm (left) and 2.21 MHz-mm (right).…”
mentioning
confidence: 99%
“…Inspection of oil and gas pipelines, power plants, railways and aircraft are applications where ultrasound has become a standard tool. A more comprehensive review of the existing methods can be found in the book by Rose [11].…”
Section: Background and Motivationmentioning
confidence: 99%
“…Hence, each reflection of either the shear or the compressional wave creates both a shear and a compressional wave, known as mode conversion. The dispersion relation for the Lamb waves can be found in several textbooks, see for instance Rose [11], and can be expressed as…”
Section: G Waag: Air-coupled Ultrasound For Plate Thickness Measuremmentioning
confidence: 99%
“…When using Lamb waves, mode conversion can occur between all of the wave modes that are supported at the frequency-thickness of inspection, with more modes available at higher frequency-thicknesses [22,25] . Following interaction, these waves propagate away from the defect with velocities determined by the mode (shown in figure 2), and enhancement is only observed close to the defect when these reflected and mode converted waves arrive within the same time window as the incident mode [22] .…”
Section: Near-field Enhancementsmentioning
confidence: 99%