The Gilmore formulation for bubble dynamics coupled with zeroth-order gas diffusion were used to investigate theoretically the cavitation activity produced by a modified XL-1 lithotripter [J. Acoust. Soc. Am. 105, 1997–2009 (1999)]. The model calculation confirms many of the basic features in bubble dynamics observed experimentally, in particular the strong secondary shock wave emission generated by in situ lithotripter shock wave–inertial microbubble interaction. In addition, shock wave–inertial microbubble interaction produced by a Dornier HM-3, the most commonly used clinical lithotripter, was evaluated. It was shown that the forced collapse of inertial microbubbles with strong secondary shock wave emission could be produced consistently, provided that an appropriate preceding shock wave and interpulse delay were used. Further, it was demonstrated that truncation of the tensile stress of the lithotripter shock wave could significantly reduce the large expansion of the bubble following shock wave-inertial microbubble interaction, which may alleviate the risk for vascular injury during shock wave exposure.

1.
P.
Zhong
,
H. F.
Lin
,
X. F.
Xi
,
S. L.
Zhu
, and
E. S.
Bhogte
, “
Shock wave-inertial microbubble interaction: Methodology, physical characterization, and bioeffect study
,”
J. Acoust. Soc. Am.
105
,
1997
2009
(
1999
).
2.
C. C.
Church
, “
A theoretical study of cavitation generated by an extracorporeal shock wave lithotripter
,”
J. Acoust. Soc. Am.
86
,
215
227
(
1989
).
3.
Z.
Ding
and
S. M.
Gracewski
, “
Response of constrained and unconstrained bubbles to lithotripter shock wave pulses
,”
J. Acoust. Soc. Am.
96
,
3636
3644
(
1994
).
4.
M. R. Bailey, “Control of acoustic cavitation with application to lithotripsy,” Ph.D. dissertation, Univ. of Texas at Austin, May 1997.
5.
M. J.
Choi
,
A. J.
Coleman
, and
J. E.
Saunders
, “
The influence of fluid properties and pulse amplitude on bubble dynamics in the field of a shock wave lithotripter
,”
Phys. Med. Biol.
38
,
1561
1573
(
1993
).
6.
J.
Staudenraus
and
W.
Eisenmenger
, “
Fiber-optic probe hydrophone for ultrasonic and shock-wave measurements in water
,”
Ultrasonics
31
,
267
273
(
1993
).
7.
A. J.
Coleman
and
J. E.
Saunders
, “
A survey of the acoustic output of commercial extracorporeal shock wave lithotripters
,”
Ultrasound Med. Biol.
15
,
213
227
(
1989
).
8.
R. Riedlinger, “Acoustic diode,” U.S. Patent 4618796 (1989).
9.
J. R. Rice, Numerical Methods, Software, and Analysis (Academic, San Diego, 1993), pp. 421–426.
10.
M.
Delius
, “
Medical applications and bioeffects of extracorporeal shock waves
,”
Shock Waves
4
,
55
72
(
1994
).
11.
P.
Zhong
,
I.
Cioanta
,
S. L.
Zhu
,
F. H.
Cocks
, and
G. M.
Preminger
, “
Effects of tissue constraint on shock wave-induced bubble expansion in vivo
,”
J. Acoust. Soc. Am.
104
,
3126
3129
(
1998
).
12.
M.
Mueller
, “
Experimental investigations on focusing of weak spherical shock waves in water by shallow ellipsoidal reflectors
,”
Acustica
64
,
85
93
(
1987
).
13.
B. Jordan, M. R. Bailey, R. O. Cleveland, and L. A. Crum, “Detection and control of lithotripsy-induced cavitation in blood,” Proceedings of the 16th International Congress on Acoustics and 135th meeting of the Acoustical Society of America, Vol. 4, pp. 2809–2810 (1998).
14.
A. P. Evan, L. R. Willis, B. A. Connors, J. A. McAteer, J. E. Lingeman, R. O. Cleveland, M. R. Bailey, and L. A. Crum, “Separation of cavitation and renal injury induced by shock wave lithotripsy (SWL) from SWL-induced impairment of renal hemodynamics,” Proceedings of the 16th International Congress on Acoustics and 135th meeting of the Acoustical Society of America, Vol. 4, pp. 2487–2488 (1998).
15.
F. R. Gilmore, The Growth or Collapse of a Spherical Bubble in a Viscous Compressible Liquid (California Institute of Technology, Pasadena, CA, 1952), Report No. 26-4, pp. 1–40.
16.
A.
Eller
and
H. G.
Flynn
, “
Rectified diffusion during nonlinear pulsations of cavitation bubbles
,”
J. Acoust. Soc. Am.
37
,
493
501
(
1965
).
17.
V. A. Akulichev, in High-Intensity Ultrasonic Fields, edited by L. D. Rozenberg (Plenum, New York, 1971), pp. 203–259.
18.
T. G. Leighton, The Acoustic Bubble (Academic, London, 1994), pp. 329–332.
This content is only available via PDF.
You do not currently have access to this content.