Int J Oral Maxillofac Implants 33 (2018), No. 2 5. Apr. 2018
Int J Oral Maxillofac Implants 33 (2018), No. 2 (05.04.2018)
Page 319-327, doi:10.11607/jomi.5789, PubMed:29534119
Three-Dimensional Finite Element Analysis on Stress Distribution of Internal Implant-Abutment Engagement Features
Cho, Sung-Yong / Huh, Yun-Hyuk / Park, Chan-Jin / Cho, Lee-Ra
Purpose: To investigate the stress distribution in an implant-abutment complex with a preloaded abutment screw by comparing implant-abutment engagement features using three-dimensional finite element analysis (FEA).
Materials and Methods: For FEA modeling, two implants-one with a single (S) engagement system and the other with a double (D) engagement system-were placed in the human mandibular molar region. Two types of abutments (hexagonal, conical) were connected to the implants. Different implant models (a single implant, two parallel implants, and mesial and tilted distal implants with 1-mm bone loss) were assumed. A static axial force and a 45-degree oblique force of 200 N were applied as the sum of vectors to the top of the prosthetic occlusal surface with a preload of 30 Ncm in the abutment screw. The von Mises stresses at the implant-abutment and abutment-screw interfaces were measured.
Results: In the single implant model, the S-conical abutment type exhibited broader stress distribution than the S-hexagonal abutment. In the double engagement system, the stress concentration was high in the lower contact area of the implant-abutment engagement. In the tilted implant model, the stress concentration point was different from that in the parallel implant model because of the difference in the bone level.
Conclusion: The double engagement system demonstrated a high stress concentration at the lower contact area of the implant-abutment interface. To decrease the stress concentration, the type of engagement features of the implant-abutment connection should be carefully considered.
Keywords: double engagement system, finite element analysis, implant-abutment interface, nonlinear analysis, preload, single engagement system