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- W1766706881 abstract "The foundations of nonlinear acoustics may be tracednearly 250 years back in time, but only the last 50 years have shown anincreasing number of attempts to exploit the research results in nonlinearacoustics. Based upon the fundamental equations of fluid dynamics, thesecond-order acoustic equations may be derived which can be reduced to acompound equation describing several of the most important and fast developingareas of research in nonlinear acoustics. The relations between this compoundequation and Burgers' equation, Korteweg-DeVries equation, the K-Z-K equation,Westervelt's equation and the general second-order wave equation are discussedin depth. Finally, it is shown how the derivatives of the compound equation canbe applied to nonlinear acoustic research related to materials characterisationby use of the B/A-ratio, to underwater acoustics by use of the parametricacoustic array and to focused, high-power ultrasonic fields." @default.
- W1766706881 created "2016-06-24" @default.
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- W1766706881 date "2005-01-01" @default.
- W1766706881 modified "2023-10-04" @default.
- W1766706881 title "Contemporary aspects of the theory and application of nonlinearacoustics" @default.
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