2014
DOI: 10.1016/j.ultras.2013.09.023
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Modeling nonlinearities of ultrasonic waves for fatigue damage characterization: Theory, simulation, and experimental validation

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Cited by 138 publications
(87 citation statements)
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References 27 publications
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“…However, mode control capabilities are very limited. Hong et al 56 reported β 0 for a pristine aluminum plate that appears to increase linearly with propagation distance. However, the PZT disc actuator actuates a circular crested wave whose primary amplitude decreases as 1∕ ffiffi ffi r p with propagation distance, so it is likely that the results are significantly affected by the primary wavefront spreading.…”
Section: Disc Transducersmentioning
confidence: 99%
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“…However, mode control capabilities are very limited. Hong et al 56 reported β 0 for a pristine aluminum plate that appears to increase linearly with propagation distance. However, the PZT disc actuator actuates a circular crested wave whose primary amplitude decreases as 1∕ ffiffi ffi r p with propagation distance, so it is likely that the results are significantly affected by the primary wavefront spreading.…”
Section: Disc Transducersmentioning
confidence: 99%
“…However, the PZT disc actuator actuates a circular crested wave whose primary amplitude decreases as 1∕ ffiffi ffi r p with propagation distance, so it is likely that the results are significantly affected by the primary wavefront spreading. Hong et al 56 also investigated the effect of a small fatigue crack on β 0 with PZT discs and finite element modeling that includes material nonlinearity as well as contact acoustic nonlinearity (CAN) from opening and closing of the crack. The authors plotted β 0 as a function of distance from the crack as shown in Fig.…”
Section: Disc Transducersmentioning
confidence: 99%
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“…Nevertheless, a qualitative conclusion that the S 2 mode accumulates along the propagation direction is achieved. In addition, among all these excited modes, S 1 and S 2 propagate with the fastest group velocity [32], which makes them superior to other mode pairs when dealing with material characterization or damage detection [32,33]. …”
Section: Numerical Simulation Of Nonlinear Guided Wavesmentioning
confidence: 99%
“…Although the correction of diffraction based on the analytical 3-D nonlinear Raleigh wave is available [34], the analytical solution of the nonlinear Lamb wave taking the diffraction into account is yet to be developed. RANP deduced from the 2-D case (see Equation (8)) was used in most studies [32,33,35,36], which is also applied in this paper, while some works [37] tried to correct RANP for guided Lamb waves. Using RANP calculated from Equation (8), a qualitative agreement of RANP in the numerical 3-D case (Figure 7c) corresponds well with the 2-D case (Figure 4c).…”
Section: Numerical Simulation Of Nonlinear Guided Wavesmentioning
confidence: 99%