A nonlinear ultrasonic approach to evaluate adhesive bond cure conditions
Tobias P. Berndt, Robert E. Green
Abstract
Tobias P. Berndt, Robert E. Green
Abstract
We have investigated several linear and nonlinear ultrasonic methods to study different cure conditions of adhesive bonds in an aluminum/adhesive/aluminum system. In this paper, we report on some theoretical aspects and experimental results obtained using a normal incidence harmonic generation setup in which the sample is embedded in water. In our approach, ultrasonic tone burst signals at increasing power levels and over a wide frequency range are coupled into a sample in order to analyze its nonlinear resonance behavior. Using a local strain analysis in the linear approximation, we will discuss excitation-power dependent changes observed particularly in the higher harmonic frequency transfer spectrum.
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We have investigated several linear and nonlinear ultrasonic methods to study different cure conditions of adhesive bonds in an aluminum/adhesive/aluminum system. In this paper, we report on some theoretical aspects and experimental results obtained using a normal incidence harmonic generation setup in which the sample is embedded in water. In our approach, ultrasonic tone burst signals at increasing power levels and over a wide frequency range are coupled into a sample in order to analyze its nonlinear resonance behavior. Using a local strain analysis in the linear approximation, we will discuss excitation-power dependent changes observed particularly in the higher harmonic frequency transfer spectrum.
Key concepts: Adhesive, Ultrasonic sensor, Nonlinear system, Materials science, Harmonic analysis, Resonance (particle physics), Acoustics, Harmonic