Virtual reality simulation of surgery with haptic feedback based on the boundary element method

Computers and Structures

Volumn 85, Issue 7-8, 2007, Pages 331-339

  Wang, P ^a   Becker, A A ^a   Jones, I A ^a   Glover, A T ^a   Benford, S D ^a   Greenhalgh, C M ^a   Vloeberghs, M ^a  

^a UNIVERSITY OF NOTTINGHAM   (United Kingdom)

Author keywords

Boundary element method; Cutting; Haptic feedback; Real time; Surgery simulation; Virtual reality

Indexed keywords

BOUNDARY ELEMENT METHOD; DEFORMATION; NEUROSURGERY; VIRTUAL REALITY;

HAPTIC FEEDBACK; REAL-TIME SIMULATION; SURGERY SIMULATION; VISUAL FEEDBACKS;

HAPTIC INTERFACES;

EID: 33847735873     PISSN: 00457949     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compstruc.2006.11.021     Document Type: Article

References (27)

1. Wang P, Becker AA, Glover AT, Benford SD, Greenhalgh CM, Vloeberghs M, et al. Application of the boundary element method to the simulation of surgery including haptic feedback. In: Topping BHV, Mota Soares CA, editors. Proceedings of the seventh international conference on computational structures technology. Lisbon: Civil-Comp Press; 7-9 September 2004. Stirling, paper 100, 2004.
2. James DL, Pai DK. ArtDefo: Accurate real time deformable objects. In: Proceedings SIGGRAPH99; 1999. p. 65-72.
3. Gibson SF, Murtich. A survey of deformable models in computer graphics, Technical report TR-97-19, Mitsubishi Electric Research Laboratories, Cambridge, MA, November 1997.
4. Terzopoulos D., Platt J., Barr A., and Fleischer K. Elastically deformable models. Comput Graph 21 (1987) 205-214
5. Zienkiewicz O.C., and Taylor R.L. The finite element method (2000), Butterworh-Heinemann, Oxford
6. Bro-Nielsen M. Finite element modelling in surgery simulation. Proc IEEE 86 1 (1998) 490-503
7. Zhuang Y., and Canny J. Haptic interaction with global deformations. Proc IEEE Int Conf on Robot Auto 3 (2000) 2428-2433
8. Woodcock R., Phillips C., and Attikiouzel Y. Adaptive refinement and coarsening for virtual surgical environments. Proc Aust NZ Conf Intel Inform Syst (1994) 447-451
9. Song G.J., and Reddy N.P. Towards surgical simulation of cutting in the VR environment. ASME Bioeng BED 28 (1994) 149-150
10. Brebbia C.A., Telles J.C.F., and Wrobel L.C. Boundary element techniques (1983), Springer Verlag, Berlin
11. Becker A.A. The boundary element method in engineering (1992), McGraw-Hill, London
12. Banerjee P.K. The boundary element methods in engineering (1994), McGraw-Hill, New York
13. Monserrat C., Meier U., Alcaniz M., Chinesta F., and Juan M.C. A new approach for the real-time simulation of tissue deformations in surgery simulation. Comput Meth Prog Biomed 64 (2001) 77-85
14. Wang P, Becker AA, Glover AT, Jones IA, Benford SD, Vloeberghs M, et al. Designing a virtual reality simulator for neurosurgery. In: Richir S, Taravel B, editors. Proceedings of the seventh international conference on virtual reality. Laval, France; 19-22 April 2005. p. 35-9.
15. Wang P, Glover T, Becker A, Jones A, Benford S, Greenhalgh C, et al. Virtual reality surgery simulation using haptics and boundary element techniques. In: Proceedings of the world haptics conference. Pisa, Italy; 18-20 March 2005. [Poster reproduced in proceedings, 2005].
16. Meyer U., Stamm T., Meier N., and Joos U. First experience with a public domain computer-aided surgical system. Brit J Oral Max Surg 40 (2001) 96-104
17. Tsai M., Hsieh M., and Jou S. Virtual reality orthopedic surgery simulator. Comp Biol Med 31 (2001) 333-351
18. Delingette H., Cotin S., and Ayache N. Efficient linear elastic models of soft tissues for real-time surgery simulation. Stud Health Technol Informat 62 (1999) 100-101
19. Moutsopoulos K., and Gillies D. Deformable models for laparoscopic surgery simulation. Comput Network ISDN Syst 29 (1997) 1675-1683
20. Hansen K.V., Brix L., Pedersen C.F., Haase J.P., and Larsen O.V. Modelling of interaction between a spatula and a human brain. Med Image Anal 8 (2004) 23-33
21. Keeve E., Girod S., Kikinis R., and Girod B. Deformable modelling of facial tissue for craniofacial surgery simulation. Comput Aided Surgery J Int Soc Comput Aided Surgery 3 (1998) 228-238
22. http://www.openscenegraph.org, [Last accessed 15 September 2006].
23. Portela A. Dual boundary element analysis of crack growth. In: Brebbia C.A., and Connor J.J. (Eds). Topics in engineering vol. 14 (1993), Computational Mechanics Publications, Southampton
24. Portela A., and Aliabadi M.H. The Dual boundary element method: effective implementation for crack problems. Int J Numer Meth Eng 33 (1992) 1269-1287
25. Press W.H., Teukolsky S.A., Vetterling W.T., and Flannery B.P. Numerical recipes in FORTRAN: the art of scientific computing. 2nd ed. (1992), Cambridge University Press
26. Saad Y., and Schultz M.H. GMRES: a generalized minimum residual algorithm for solving non-symmetric linear systems. SIAM, J Sci Stat Comput 7 (1986) 859-869
27. Barret R., Berry M., Chan T.F., Demmel J., Donato J.M., Eijkhout V., et al. Templates for the solution of linear systems: building blocks for iterative methods (1994), SIAM, Philadelphia PA