Details

Title

Thermal Self-Action of Acoustic Beams Containing Several Shock Fronts

Journal title

Archives of Acoustics

Yearbook

2015

Numer

No 4

Publication authors

Divisions of PAS

Nauki Techniczne

Publisher

Committee on Acoustics PAS, PAS Institute of Fundamental Technological Research, Polish Acoustical Society

Date

2015[2015.01.01 AD - 2015.12.31 AD]

Identifier

ISSN 0137-5075 ; eISSN 2300-262X

References

Brien (2007), Ultrasound - biophysics mechanisms, Biophys Mol Biol, 93, doi.org/10.1016/j.pbiomolbio.2006.07.010 ; Rudenko (1990), Thermal self - focusing of sawtooth waves, Phys JETP, 71. ; Chan (2003), Highintensity Focused Ultrasound Access, Science Education. ; Gurbatov (2011), Waves and Structures in Nonlinear Nondispersive Media Press Beijing and Springer - Verlag Berlin Heidelberg, Higher Education. ; Akhmanov (1968), Self - focusing and diffraction of light in a nonlinear medium, Phys Usp, 10, 609, doi.org/10.1070/PU1968v010n05ABEH005849 ; Andreev (1985), Observation of selffocusing of sound, JETP Lett, 41, 466. ; Talanov (1964), About self - focusing of the the wave beams in nonlinear media, Phys JETP Lett, 2, 218. ; Perelomova (2006), Development of linear projecting in studies of non - linear flow Acoustic heating induced by non - periodic sound A, Physics Letters, 357, doi.org/10.1016/j.physleta.2006.04.014 ; Miller (2012), Overview of Therapeutic Ultrasound Applications and Safety Considerations, Ultrasound Med, 31, 623. ; Assman (1985), Observation of thermal self - effect of a sound beam in a liquid, JETP Lett, 41, 182. ; Talanov (1970), About self - focusing of light in media with cubic nonlinearity, Phys JETP Lett, 11, 303. ; Hamilton (1997), Analytical method for describing the paraxial region of finite amplitude sound beams, Soc Am, 101, 1298, doi.org/10.1121/1.418158 ; Karabutov (1988), Theory of thermal self - focusing with allowance for the generation of shock waves and acoustic streaming, Phys Acoust, 34, 371. ; Askaryan (1966), Self - focusing and focusing of ultrasound and hypersound, Phys JETP Lett, 4, 144. ; Rudenko (2010), The th anniversary of the Khokhlov - Zabolotskaya equation, Acoustical Physics, 56, 452, doi.org/10.1134/S1063771010040093

DOI

10.1515/aoa-2015-0053

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