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Takuso Sato, K. Yamashita, H. Ninoyu, K. Jhang, Y. Kosugi (1993)
Imaging of Acoustical Nonlinear Parameters and its Medical and Industrial Applications: A Viewpoint as Generalized Percussion
H. L. Wang (2002)
Nonlinear Acoustics at the Beginning of the 21st Century
V. A. Krasil’nikov (1966)
Introduction to Nonlinear Physical Acoustics
D. Zhang, X. Chen, X. Gong (2001)
Acoustic nonlinearity parameter tomography for biological tissues via parametric array from a circular piston source--theoretical analysis and computer simulations.The Journal of the Acoustical Society of America, 109 3
H. Ninoyu (1993)
Acoustical Imaging
Yu. S. Lezin (1969)
Optimum Filters and Integrators for Pulsed Signals
Abstract A wave approach to solving the problem of reconstructing the acoustic nonlinear parameter distribution by a simple transmitting-receiving system with broadband modulation of primary waves is proposed. The approach uses the effect of sound scattering by sound, which makes it possible to employ a complicated time processing of signals instead of spatial processing and, consequently, to reduce the number of transmitting and receiving transducers. The possibility of practical implementation of a two-dimensional tomographic scheme based on coherent correlation processing of broadband quasi-random signals at combination frequencies is analyzed. Results of model numerical experiments on reconstructing complicated spatial distributions of the nonlinear parameter are presented.
Acoustical Physics – Springer Journals
Published: Dec 1, 2006
Keywords: Acoustics
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