Numerical investigation of bubble cloud dynamics in shock wave lithotripsy

American Society of Mechanical Engineers, Fluids Engineering Division (Publication) FED

Volumn 257, Issue 1 A, 2002, Pages 389-394

  Tanguay, Michel ^a   Colonius, Tim ^a  

^a California Institute of Technology   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

BUBBLE CLOUD DYNAMICS; ELECTROHYDRAULIC LITHOTRIPTER; SHOCK WAVE LITHOTRIPSY;

BUBBLES (IN FLUIDS); COMPUTER SIMULATION; ELECTRIC FIELD EFFECTS; HYDRAULIC EQUIPMENT; HYDRAULICS; PRESSURE; SHOCK WAVES;

CAVITATION;

EID: 0036443497     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.1115/FEDSM2002-31010     Document Type: Conference Paper

References (21)

1. Averkiou, M. & R. Cleveland (1999). Modeling of an electro-hydraulic lithotriptor with the KZK equation. Journal of the Acoustical Society of America 106(1), 102-112.
2. Bailey, M., D. Blackstock, R. Cleveland & L. Crum (1999). Comparison of electrohydraulic lithotripters with rigid and pressure-release ellipsoidal reflectors. II. cavitation fields. Journal of the Acoustical Society of America 106, 1149-1160.
3. Biesheuvel, A. & L. van Wijngaarden (1984). Two-phase flow equations for a dilute dispersion of gas bubbles in liquid. Journal of Fluid Mechanics 148, 301-318.
4. Cleveland, R., S.O.A., M. Bailey & L. Crum (2000). A dual passibe cavitation detector for localized detection of lithotripsy-induced cavitation in vitro. Journal of the Acoustical Society of America 107(3), 1745-1758.
5. Coleman, A. & J. Saunders (1993). A review of the physical properties and biological effects of the high amplitude acoustic fields used in extracorporeal lithotripsy. Ultrasonics 31(2), 75-89.
6. Colonius, T., S. Lele & P. Moin (1993). Boundary conditions for direct computation of aerodynamic sound generation. AIAA Journal 31(9), 1574-1582.
7. Jiang, G.-S. & C.-W. Shu (1996). Efficient implementation of weighted eno schemes. Journal of Computational Physics 126, 202-228.
8. Kumar, S. & C. Brennen (1993). Some nonlinear interactive effects in bubbly cavitating clouds. Journal of Fluid Mechanics 253, 565-591.
9. Liu, X.-D., S. Osher & T. Chan (1994). Weighted essentially nonoscillatory schemes. Journal of Computational Physics 115, 200-212.
10. Lokhandwalla, M. & B. Sturtevant (2001). Mechanical haemolysis in shock wave lithotripsy (SWL): I. analysis of cell deformation due to SWL flow-fields. Physics in Medicine and Biology 46, 1-25.
11. Matula, T., P. Hilmo, B. Storey & A. Szeri (2002). Radial response of individual bubbles subjected to shock wave lithotripsy pulses in vitro. Physics of Fluids 14(3), 913-921.
12. Mohseni, K. & T. Colonius (2000). Numerical treatment of polar coordinate singularities. Journal of Computational Physics 157, 787-795.
13. Poinsot, T. & S. Lele (1992). Boundary conditions for direct simulations of compressible viscous flows. Journal of Computational Physics 101(1), 104-129.
14. Preston, A., T. Colonius & C. Brennen (2002). A reduced-order model of heat transfer effects on the dynamics of bubbles. In Proceedings of FEDSM'02 Cavitation and Multiphase Flow Forum, Montreal, Canada. ASME.
15. Sokolov, D., M. Bailey & L. Crum (2001). Use of a dual-pulse lithotripter to generate a localized and intensified cavitation field. Journal of the Acoustical Society of America 110, 1685-1695.
16. Sokolov, D., M. Bailey, F. Pulvermaker & L. Crum (2000). Increased damage to stones without increased damage to cells with a dual-reflector lithotripter. In presented at the 2000 IEEE International Ultrasonics Symposium, San Juan, Puerto Rico.
17. Tanguay, M. & T. Colonius (2001). Numerical simulation of bubble cavitating flow in shock wave lithotripsy. In CAV2001 fourth international symposium on cavitation. California Institute of Technology.
18. Wang, Y.-C. (1999). Effects of nuclei size distribution on the dynamics of a spherical cloud of cavitation bubbles. Journal of Fluids Engineering 121, 881-886.
19. Willis, L., A. Evan, B. Connors, P. Bloomgren & J. Lingeman (1999). The impact of high-dose lithotripsy on renal structure and function. Contemporary Urology, 45-50.
20. Zhang, D. & A. Properetti (1994a). Averaged equations for inviscid disperse two-phase flow. Journal of Fluid Mechanics 267, 185-219.
21. Zhang, D. & A. Properetti (1994b). Ensemble phase-averaged equations for bubbly flow. Physics of Fluids 6(9), 2956-2970.