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Three-dimensional optimization and sensitivity analysis of dental implant thread parameters using finite element analysis

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초록

Objectives: This study aimed to optimize the thread depth and pitch of a recently designed dental implant to provide uniform stress distribution bymeans of a response surface optimization method available in finite element (FE) software. The sensitivity of simulation to different mechanical parameterswas also evaluated. Materials and Methods: A three-dimensional model of a tapered dental implant with micro-threads in the upper area and V-shaped threads in therest of the body was modeled and analyzed using finite element analysis (FEA). An axial load of 100 N was applied to the top of the implants. Themodel was optimized for thread depth and pitch to determine the optimal stress distribution. In this analysis, micro-threads had 0.25 to 0.3 mm depthand 0.27 to 0.33 mm pitch, and V-shaped threads had 0.405 to 0.495 mm depth and 0.66 to 0.8 mm pitch. Results: The optimized depth and pitch were 0.307 and 0.286 mm for micro-threads and 0.405 and 0.808 mm for V-shaped threads, respectively. Inthis design, the most effective parameters on stress distribution were the depth and pitch of the micro-threads based on sensitivity analysis results. Conclusion: Based on the results of this study, the optimal implant design has micro-threads with 0.307 and 0.286 mm depth and pitch, respectively,in the upper area and V-shaped threads with 0.405 and 0.808 mm depth and pitch in the rest of the body. These results indicate that micro-thread parametershave a greater effect on stress and strain values.

Abstract

Objectives: This study aimed to optimize the thread depth and pitch of a recently designed dental implant to provide uniform stress distribution bymeans of a response surface optimization method available in finite element (FE) software. The sensitivity of simulation to different mechanical parameterswas also evaluated. Materials and Methods: A three-dimensional model of a tapered dental implant with micro-threads in the upper area and V-shaped threads in therest of the body was modeled and analyzed using finite element analysis (FEA). An axial load of 100 N was applied to the top of the implants. Themodel was optimized for thread depth and pitch to determine the optimal stress distribution. In this analysis, micro-threads had 0.25 to 0.3 mm depthand 0.27 to 0.33 mm pitch, and V-shaped threads had 0.405 to 0.495 mm depth and 0.66 to 0.8 mm pitch. Results: The optimized depth and pitch were 0.307 and 0.286 mm for micro-threads and 0.405 and 0.808 mm for V-shaped threads, respectively. Inthis design, the most effective parameters on stress distribution were the depth and pitch of the micro-threads based on sensitivity analysis results. Conclusion: Based on the results of this study, the optimal implant design has micro-threads with 0.307 and 0.286 mm depth and pitch, respectively,in the upper area and V-shaped threads with 0.405 and 0.808 mm depth and pitch in the rest of the body. These results indicate that micro-thread parametershave a greater effect on stress and strain values.

참고문헌 (14)

  1. Gosavi SP, "Optimisation of dental implant", Int Eng Res J, 3, pp.4319~4323 (2015)
  2. Brunski JB, "Biomaterials and biomechanics in dental implant design", Int J Oral Maxillofac Implants, 3, pp.85~97 (1988)
  3. Mahajan S, "Application of finite element analysis to optimizing dental implant", Int Res J Eng Technol, 3, pp.850~856 (2016)
  4. Kong L, "Selection of the implant thread pitch for optimal biomechanical properties: a threedimensional finite element analysis", Adv Eng Softw, 40, pp.474~478 (2009)[DOI]
  5. Petrie CS, "Shape optimization of dental implant designs under oblique loading using the p-version finite element method", J Mech Med Biol, 3, pp.339~ (2002)
  6. Shi L, "Shape optimization of dental implants", Int J Oral Maxillofac Implants, 22, pp.911~920 (2007)
  7. Chang CL, "Finite element analysis of the dental implant using a topology optimization method", Med Eng Phys, 34, pp.999~1008 (2012)[DOI]
  8. Shen S, "Bivariate optimization of orthodontic mini-implant thread height and pitch", Int J Comput Assist Radiol Surg, 10, pp.109~116 (2015)[DOI]
  9. Hasan I, "Computational simulation of internal bone remodelling around dental implants: a sensitivity analysis", Comput Methods Biomech Biomed Engin, 15, pp.807~814 (2012)[DOI]
  10. Geramizadeh M, "Static, dynamic, and fatigue finite element analysis of dental implants with different thread designs", J Long Term Eff Med Implants, 26, pp.347~355 (2016)[DOI]
  11. Geramizadeh M, "Finite element analysis of dental implants with and without microthreads under static and dynamic loading", J Long Term Eff Med Implants, 27, pp.25~35 (2017)[DOI]
  12. Seong WJ, "Elastic properties and apparent density of human edentulous maxilla and mandible", Int J Oral Maxillofac Surg, 38, pp.1088~1093 (2009)[DOI]
  13. Tortorelli DA, "Design sensitivity analysis: overview and review", Inverse Probl Eng, 1, pp.71~105 (1994)[DOI]
  14. Kayabasi O, "Static, dynamic and fatigue behaviors of dental implant using finite element method", Adv Eng Softw, 37, pp.649~658 (2006)[DOI]

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