HYDROACOUSTICS
ANNUAL JOURNAL |
START | NEW VOL 20 | SEARCH | STATISTICS | PAS - GDANSK DIVISION |
pp. 181-188, vol. 14, 2011 Anna Perelomova Gdansk University of Technology, Gdansk, Poland Weronika Pelc-Garska Gdansk University of Technology, Gdansk, Poland Key words: nonlinear model; Maxwell model; dynamic equations Abstract: The nonlinear effects of sound in a fluid describing by the Maxwell model of the viscous stress tensor is the subject of investigation. Among other, viscoelastic biological media belong
to this non-newtonian type of fluids. Generation of heating of the medium caused by nonlinear
transfer of acoustic energy, is discussed in details. The governing equation of acoustic
heating is derived by means of the special linear combination of conservation equations
of fluid motion in differential form. The method to derive the governing equations does not
need averaging over the sound period, and the final governing dynamic equation of the
thermal mode is instantaneous. It is valid for both periodic and aperiodic sound. The efficiency
of acoustic heating for different shapes of acoustic wave is evaluated.
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