Finite element analysis of the jaw-teeth/dental implant system: A note about geometrical and material modeling

CMES - Computer Modeling in Engineering and Sciences

Volumn 4, Issue 3-4, 2003, Pages 381-396

  Corradi, Leone ^a   Genna, Francesco ^b  

^a POLITECNICO DI MILANO   (Italy)

^b UNIVERSITY OF BRESCIA   (Italy)

Author keywords

[No Author keywords available]

Indexed keywords

BIOMECHANICS; COMPUTATIONAL GEOMETRY; DENTAL PROSTHESES; FINITE ELEMENT METHOD; THREE DIMENSIONAL;

DENTAL IMPLANT SYSTEM; GEOMETRICAL MODELING; JAW TEETH IMPLANT SYSTEM; MATERIAL MODELING;

COMPUTER AIDED ANALYSIS;

EID: 0242380175     PISSN: 15261492     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (34)

1. Andersen K. L., Pedersen E. H., Melsen B. (1991a), Material parameters and stress profiles within the periodontal ligament, Am. J. Orthod. Dentofac. Orthop., 99, 427-440.
2. Andersen K. L., Mortensen H. T., Pedersen E. H., Melsen B. (1991b), Determination of stress levels and profiles in the periodontal ligament by means of an improved three-dimensional finite element model for various types of orthodontic and natural force system, Journal of Biomed. Eng., 13, 293-303.
3. Atluri S.N., Shen S. (2002a), The meshless local Petrov-Galerkin (MLPG) method, Tech. Science Press, CA, USA.
4. Atluri S. N., Shen S. (2002b), The meshless local Petrov-Galerkin (MLPG) method: a simple and less-costly alternative to the Finite Element and Boundary Element methods, CMES: Comp. Modeling in Engineering & Sciences, 3(1), 11-52.
5. Brunski J. B. (1992), Biomechanical Factors Affecting the Bone-dental Implant Interface, Clinical Materials, 10, 153-201.
6. Capsoni A., Ceruti G., Corradi L. (1999), A Finite Element model for the analysis of local stress peaks induced by dental plants (in Italian) Proc. XIV National Congress of the Italian Association of Theoretical and Applied Mechanics (AIMETA), Como (I), 6-9 october, 1999.
7. Carini A., Salvadori A., Sansoni G. (2000), Numerical analysis of the jaw-teeth system, Proc. XIII Convegno Italiano di Meccanica Computazionale, Università di Brescia, 13-15 november, 2000.
8. del Valle, V., Faulkner G., Wolfaardt J. (1998), Distribuzione delle deformazioni prodotte da impianti craniofacciali osteointegrati: uno studio numerico (in italian), Quintessence International, 4, 119-130.
9. Fogazzi P., Manfredini P., Genna F. (2000), A simple interface element for the numerical modelling of the periodontal ligament, Proc. XIII Convegno Italiano di Meccanica Computazionale, Università di Brescia, 13-15 november, 2000.
10. Fung Y. C. (1993) Biomechanics: Mechanical Properties of Living Tissues, Springer-Verlag.
11. Gei M., Genna F., Bigoni D. (2002), An interface model for the periodontal ligament, ASME J. Biomechanical Engineering, 124(5), 538-546.
12. Hart R. T., Hennebel V. V., Thongpreda N., Van Buskirk W. C., Anderson R. C. (1992), Modeling of the biomechanics of the mandible: a three-dimensional finite element study, Journal of Biomechanics, 25 (3), 261-286.
13. Hibbitt, Karlsson & Sorensen (2000), ABAQUS User's Manuals, Release 6.1, Pawtucket, RI, USA.
14. Korioth T. W. P., Hannam A. G. (1994a), Deformation of the Human Mandible During Simulated Tooth Clenching, Journal of Dental Research, 73 (1), 56-66.
15. Korioth T. W. P., Dent C., Hannam A. G. (1994b), Mandibular Forces During Simulated Tooth Clenching, Journal of Orofacial Pain, 8, 178-189.
16. 3 and carbon dental implants, Annals of Biomedical Engineering, 10, 129-138.
17. Meijer H. J. A., Starmans F. J. M., Steen W. H. A., Bosman F. (1993a), A three-dimensional, finite-element analysis of bone around dental implants in an edentulous human mandible, Archives of Oral Biology, 18 (6), 491-496.
18. Meijer H. J. A., Starmans F. J. M., Bosman F., Steen W. H. A. (1993b), A comparison of three finite element models of an edentulous mandible provided with implants, Journal of Oral Rehabilitation, 20, 147-157.
19. McGuinness N. J. P., Wilson A. N., Jones M. L., Middleton J. (1991), A stress analysis of the periodontal ligament under various orthodontic loadings, European Journal of Orthodontics, 13, 231-242.
20. Middleton J., Jones M., Wilson A. (1996), The role of the periodontal ligament in bone modeling: The initial development of a time-dependent finite element model, American Journal of Orthodontics and Dentofacial Orthopedics, 109 (2), 155-162.
21. Natali A., Pavan P., Pini M., Ronchi R. (2000), Numerical analysis of short time response of periodontal ligament, Proc. 12th Conference of the European Society of Biomechanics, Dublin, Ireland.
22. Parfitt G. J. (1960), Measurement of Physiological Mobility of Individual Teeth in an Axial Direction, J. Dent. Res., 39(3), 608-618.
23. Patra A. K., D'Souza K. S., Meenaghan M., deTolla D. (1999), Simulation of Dental Implants Under Cyclic Loading Using a Voronoi Tessellation Based Frame Model of Trabecular Bone and p version finite elements for Compact Bone, Proc. X Conference on The mathematics of finite elements and applications (MAFELAP 1999), Brunel University, 22-25 June 1999.
24. Pini M. (1999), Mechanical Characterization and Modeling of the Periodontal Ligament, PhD Thesis, University of Trento, Italy.
25. Pini M., Vena P., Contro R. (2000), Parameter identification of a non-linear constitutive law for the periodontal ligament allowing for tensile and shear laboratory tests, Proc. XIII Convegno Italiano di Meccanica Computazionale, Università di Brescia, 13-15 november, 2000.
26. Prandini M., Campi M., Fogazzi P. (2000), Identification of a model for the stress-strain behavior of the periodontal ligament, Proc. XIII Convegno Italiano di Meccanica Computazionale, Università di Brescia, 13-15 november, 2000.
27. Rees J. S., Jacobsen P. H. (1997), Elastic modulus of the periodontal ligament, Biomaterials, 10, 995-999.
28. Richter E.-J., Orschall B., Jovanovic S. A. (1990), Dental implant abutment resembling the two-phase tooth mobility, Journal of Biomechanics, 23 (4), 297-306.
29. Rieger M. R., Adams W. K., Kinzel G. L., Brose M. O. (1989), Alternative materials for three endosseous implants, The Journal of Prosthetic Dentistry, 61 (6), 717-722.
30. Sakaguchi R. L., Borgersen S. E. (1995), Nonlinear Contact Analysis of Preload in Dental Implant Screws, The International Journal of Oral and Maxillofacial Implants, 10 (3), 295-302.
31. Salvadori A. (2000), Symmetric Galerkin BEM for domains connected by cohesive interfaces: form ulation and implementation, Proc. XIII Convegno Italiano di Meccanica Computazionale, Universitá di Brescia, 13-15 november, 2000.
32. Tanne K., Sakuda M., Burstone C. J. (1987), Three-dimensional finite element analysis for stress in the periodontal tissue by orthodontic forces, Am. J. Orthod. Dentofac. Orthop., 92, 499-505.
33. Vaillancourt H., Johnson W. R., Pilliar R. M. (1990), A finite element model for porous implants, Development and Design with Advanced Materials, G. C. Sih, S. V. Hoa, J. T. Pindera (Editors), Elsevier, 207-217.
34. van Zyl P. P., Grundling N. L., Jooste C. H., Terblanche E. (1995), Three-Dimensional Finite Element Model of a Human Mandible Incorporating Six Osteointegrated Implants for Stress Analysis of Mandibular Cantilever Prostheses, The International Journal of Oral & Maxillofacial Implants, 10 (1), 51-57.