APA
Roda Casanova, Victor & Zubizarreta Macho, Álvaro & Sanchez Marin, Francisco & Alonso Ezpeleta, Óscar & Albaladejo Martínez, Alberto & Galparsoro Catalán, Agustín .Computerized Generation and Finite Element Stress Analysis of Endodontic Rotary Files.
ISO 690
Roda Casanova, Victor & Zubizarreta Macho, Álvaro & Sanchez Marin, Francisco & Alonso Ezpeleta, Óscar & Albaladejo Martínez, Alberto & Galparsoro Catalán, Agustín. Computerized Generation and Finite Element Stress Analysis of Endodontic Rotary Files.
https://hdl.handle.net/20.500.12080/24485
Résumé:
Introduction: The finite element method has been extensively used to analyze the mechanical behavior of endodontic rotary files under bending and torsional conditions. This methodology
requires elevated computer-aided design skills to reproduce the geometry of the endodontic file, and
also mathematical knowledge to perform the finite element analysis. In this study, an automated
procedure is proposed for the computerized generation and finite element analysis of endodontic
rotary files under bending and torsional conditions. Methods: An endodontic rotary file with a
25 mm total length, 0.25 mm at the tip, 1.20 mm at 16 mm from the tip, 2 mm pitch and squared
cross section was generated using the proposed procedure and submitted for analysis under bending
and torsional conditions by clamping the last 3 mm of the endodontic rotary file and applying a
transverse load of 0.1 N and a torsional moment of 0.3 N · cm. Results: The results of the finite
element analyses showed a maximum von Mises stress of 398 MPa resulting from the bending
analysis and a maximum von Mises stress of 843 MPa resulting from the torsional analysis, both
of which are next to the encastre point. Conclusions: The automated procedure allows an accurate
description of the geometry of the endodontic file to be obtained based on its design parameters as
well as a finite element model of the endodontic file from the previously generated geometry.
Keywords: endodontic file; bending; torsion; stress distribution; finite element analysis