Presentation 2010-11-25
Nonlinearly propagating ultrasound beams in inhomogeneous media
Tomoo KAMAKURA, Hideyuki NOMURA,
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Abstract(in English) A model equation that describes the nonlinear propagation of a directive ultrasound beam in inhomogeneous media is derived based on weak inhomogeneity and nonlinearity. The resultant beam equation is valid in the parabolic approximation and is the same form as a general equation when the nonlinearity is initially ignored. Pressure amplitude variations in the first three harmonics are numerically predicted for a 40-kHz finite-amplitude airborne CW propagating through an inhomogeneous region, where the speed of sound is different from the host medium. It has been shown that the second and more higher harmonic amplitudes are less sensitive to the inhomogeneity compared with hypothetically emitted linear beams with the same frequencies as the harmonics. Additionally, the temporal amplitude-fluctuation of a finite-amplitude tone-burst wave in a weak air flow is discussed from an experimental point of view.
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Keyword(in English) inhomogeneous medium / ultrasonic beam / nonlinear propagation
Paper # US2010-83
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Committee US
Conference Date 2010/11/18(1days)
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Registration To Ultrasonics (US)
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) Nonlinearly propagating ultrasound beams in inhomogeneous media
Sub Title (in English)
Keyword(1) inhomogeneous medium
Keyword(2) ultrasonic beam
Keyword(3) nonlinear propagation
1st Author's Name Tomoo KAMAKURA
1st Author's Affiliation The University of Electro-Communications()
2nd Author's Name Hideyuki NOMURA
2nd Author's Affiliation The University of Electro-Communications
Date 2010-11-25
Paper # US2010-83
Volume (vol) vol.110
Number (no) 306
Page pp.pp.-
#Pages 6
Date of Issue