Physically-based deformations constrained in displacements and volume

Computer Graphics Forum

Volumn 15, Issue 3, 1996, Pages 155-164

  Promayon, E ^a   Baconnier, P ^a   Puech, C ^b  

^a LABORATOIRE TIMC IMAG   (France)

^b GRAVIR IMAG   (France)

Author keywords

Constant volume; Constraint; Deformable models; Dynamic simulation; Elasticity; Physically based modelling; Shape memory

Indexed keywords

ALGORITHMS; COMPUTER SIMULATION; CONSTRAINT THEORY; DEFORMATION; FUNCTIONS; IMAGING SYSTEMS; ITERATIVE METHODS; MEDICAL IMAGING; MODELS; THREE DIMENSIONAL; TOPOLOGY;

CONSTANT VOLUME; DEFORMABLE OBJECT; DISPLACEMENT CONSTRAINTS; EVOLUTION ALGORITHM; MEDICAL IMAGING SYSTEMS; PHYSICALLY BASED DEFORMATION;

COMPUTER GRAPHICS;

EID: 0030245960     PISSN: 01677055     EISSN: None     Source Type: Journal    
DOI: 10.1111/1467-8659.1530155     Document Type: Article

References (15)

1. F. Aubert, D. Bechmann, Déformation d'objets à volume constant, Actes des 3ème journées AFIG, 22-24 Nov., 1995.
2. N. Ayache, P. Cinquin, I. Cohen, L. Cohen, F. Leitner, O. Monga, Segmentation of complex medical objects: a challenge and a requirement for computer assisted surgery planning and performing, Computer Integrated Surgery, MIT Press, 1996.
3. R. Barzel, A. Barr, A modelling system based on dynamic constraints, ACM Siggraph'88, 22(4):179-188, August 1988.
4. D.T. Chen, D. Zeltzer, Pump it up: computer animation of a biomechanically based model of muscle using the finite element method, ACM Siggraph'92, 26(2):89-98, July 1992.
5. Y Delnondedieu, A. Luciani, C. Cadoz, Physical elementary component for modeling the tensory-motricity: the primary muscle, 4th Eurographics Animation and Simulation Workshop,Sept. 93.
6. G. Ferrigno, P. Carnivalli, A. Aliverti, F. Molteni, G. Beulcke, A. Pedotti, Three-dimensional optical analysis of chest wall motion, Journal of Applied Physiology, 77(3):1224-1231, 1994.
7. M.P Gascuel, J.D. Gascuel, Displacement constraints for interactive modeling and animation of articulated structures, The Visual Computer, 10(4):191-204, March 1994.
8. S. Jimenez, A. Luciani, O. Raoult, Physical simulation of land vehicules with obstacle avoidance and various terrain interactions. The Journal of Visualisation and Computer Animation, 4:79-84, 1993.
9. J.O. Lachaud, E. Bainville, A discrete adaptive model following topological modifications of volume applied to three-dimensional image segmentation, 4th DGCI Grenoble conference act, 19-21 Sept., 1994.
10. A. Lamouret, M.P. Gascuel, J.D. Gascuel, Combining physically-based simulation of colliding objects with trajectory control, The journal of Visualization and Computer Animation, 5:1-20, 1995.
11. J.C. Platt, A.H. Barr, Constraint methods for flexible models, ACM Siggraph'88, 22(4):279-288, August 1988.
12. A. Rappoport, A. Sheffer, M. Bercovier, Volume-preserving free-form solids, 3rd ACM Siggraph symposium on solid modeling (Solid Modeling '95), Salt Lake City, pp361-372, May 1995.
13. D. Terzopoulos, J. Platt, A. Barr, K. Fleischer, Elastically deformable models, ACM Siggraph'87, 21(4):205-213, July 1987
14. D. Terzopoulos, A. Barr, D. Zeltzer, A. Witkin, J. Blinn, Physically-based modeling: past, present and future, ACM Siggraph'89 panel proceedings, August 1989.
15. C. Van Overveld, An iterative approach to dynamic simulation of 3-D rigid-body motions for real-time interactive computer animation, The Visual Computer, 7:29-38, 1991.