A pulse compression procedure for the measurement and characterization of non-linear systems based on exponential chirp signals
- 1 October 2015
- conference paper
- Published by Institute of Electrical and Electronics Engineers (IEEE)
- p. 1-4
Abstract
Ultrasonics diagnostic and non-destructive evaluation techniques exploiting non-linear phenomena such as harmonics and sub-harmonics generation, non-linear propagation, etc., are more and more diffused due to the benefits they assure in terms of spatial resolution and SNR for specific noise components. Nonetheless some issues still hamper a widespread diffusion of non-linear ultrasonics applications mainly due to the low energy associated to the harmonics or sub-harmonics generation or to the high excitation power needed to trigger the non-linearities. Despite the better resolution, the resulting inspection range of such techniques is typically lower than that of common procedure relying on the assumption of “linearity” of the system. Strategies able to increase the inspection capability are therefore desirable. At the same time it is worth trying to exploit all the information enclosed in the linear and non-linear response instead of using only a part of it. For this reason, in the present paper we review a pulse-compression procedure based on exponential chirp developed for the characterization of the acoustic distortion that could be extremely useful in non-linear ultrasonics applications. The measurement procedure provides the benefit of Pulse Compression in term of SNR enhancement and contextually allows the responses associated to the different harmonics to be easily separated. A detailed theoretical discussion of the technique is reported, and it is also explained how to extend the procedure to deal with sub-harmonic generation.Keywords
This publication has 24 references indexed in Scilit:
- The effect of amplitude modulation on subharmonic imaging with chirp excitationIEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control, 2013
- Micromachined structures for nonlinear ultrasonic transduction2013
- Sub and ultra harmonic extraction using several Hammerstein models2012
- Identification of cascade of Hammerstein models for the description of nonlinearities in vibrating devicesJournal of Sound and Vibration, 2011
- Nonlinear System Identification Using Exponential Swept-Sine SignalIEEE Transactions on Instrumentation and Measurement, 2009
- Discussion of the application of finite Volterra series for the modeling of the oscillation behavior of ultrasound contrast agentsApplied Acoustics, 2009
- Wiener-Hammerstein systems modeling using diagonal Volterra kernels coefficientsIEEE Signal Processing Letters, 2006
- Clinical use of ultrasound tissue harmonic imagingUltrasound in Medicine & Biology, 1999
- Second harmonic ultrasonic blood perfusion measurementUltrasound in Medicine & Biology, 1993
- Non-linear system identification using the Hammerstein modelInternational Journal of Systems Science, 1979