Computer modeling and research of the stress-deformed state of the system "dental implant - bone tissue"
DOI:
https://doi.org/10.15330/pcss.27.2.310-317Keywords:
stress, deformation, osseointegration, three-dimensional computer model, abutment teeth, dental implant, bone density, trabecular bone tissue, finite element method (MCE)Abstract
The nature of the stress-deformed state of the system "dental implant - bone tissue" was determined using three-dimensional computer models that were created in the solid-state parametric modeling program Solid Works 2024 using the finite element method. The actual research was performed using the Simulation package. Using the Solid Works 2024 program, solid-state parametric models were developed, which included a fragment of the jaw bone with a dental implant and orthopedic elements. The study used physical and mechanical parameters of orthopedic elements (crown and abutment), dental implant, cortical and trabecular bone tissue of the jaws. The study of the stress-strain state was carried out under the condition of average strength and density of trabecular bone tissue of the jaws. During the study, conditions were created for the maximum asymmetric application of chewing load force to orthopedic elements and dental implant, which allowed to identify unfavorable conditions for the functioning of the crown - implant - bone tissue system.
References
M.S. Reddy, R. Sundram, H.A.E. Abdemagyd, Application of Finite Element Model in Implant Dentistry: A Systematic Review. Journal of pharmacy & bioallied sciences, 11(2), 85 (2019); https://doi.org/10.4103/JPBS.JPBS_296_18.
V.V. Dam, H.A. Trinh, D.T. Dung, T.D. Hai, Applications of Finite Element in Implant Dentistry and Oral Rehabilitation. The Open Dentistry Journal, 15(3), 392 (2021); https://doi.org/10.2174/1874210602115010392.
M.P.M. Silveira, L.M. Campaner, M.A. Bottino, R.S. Nishioka, A.L.S. Borges, J.P.M. Tribst, Influence of the dental implant number and load direction on stress distribution in a 3-unit implant-supported fixed dental prosthesis. Dental and medical problems, 58(1), 69 (2021); https://doi.org/10.17219/DMP/130847.
D.C. Costa, J. Belinha, R.M. Natal Jorge, Biomechanical Simulation of a Dental Implant using Finite Element Method Analysis. 2019 IEEE 6th Portuguese Meeting on Bioengineering (ENBENG), Lisbon, Portugal, 1- (2019); https://doi.org/10.1109/enbeng.2019.8692548.
S.A. Elsheikh, M.I. El-Anwar, T. Hong, C. Bourauel, A. Alhotan, N.M. Anany, I.G. Shahin, A.H. Diab, T.M. Elshazly, Biomechanical Analysis of Various Connector Designs of Dental Implant Complex: A Numerical Finite Element Study. International dental journal, 75(4), 100873, (2025); https://doi.org/10.1016/j.identj.2025.100873.
I. Roatesi, S. Roatesi, Modeling of Dental Implant Osseointegration Progress by Three- Dimensional Finite Element Method. Applied Sciences, 10(16), 5561, (2020); https://doi.org/10.3390/app10165561.
L.A. Sabri, F.A. Hussein, A.R. Al-Zahawi, B.Y. Abdulrahman, K.N. Salloomi, Biomechanical finite element analysis of a single implant threaded in anterior and posterior regions of maxilla bone. Indian Journal of Dental Research, 31(2), 203 (2020); https://doi.org/10.4103/ijdr.IJDR_510_18.
Y. Yi, S.J. Heo, J.Y. Koak, S.K. Kim, Mechanical complications of implant-supported restorations with internal conical connection implants: A 14-year retrospective study. The Journal of prosthetic dentistry, 129(5), 732 (2023); https://doi.org/10.1016/j.prosdent.2021.06.053.
L.M. Campaner, M.P.M. Silveira, G.S. de Andrade, A.L.S. Borges, M.A. Bottino, A.M.O. Dal Piva, R. Lo Giudice, P. Ausiello, J.P.M. Tribst, Influence of Polymeric Restorative Materials on the Stress Distribution in Posterior Fixed Partial Dentures: 3D Finite Element Analysis. Polymers, 13(5), 758, (2021); https://doi.org/10.3390/polym13050758.
N.S. Sahai, D. Yadav, S. Madhav, N. Kumar, A. Dubey, N. Qadeer, R.S. Makkad, Comparative Study of the Influence of Dental Implant Design on the Stress and Strain Distribution using the Finite Element Method. Journal of pharmacy & bioallied sciences, 16(3), S2776 (2024); https://doi.org/10.4103/jpbs.jpbs_432_24.
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