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Effects of post materials and length on the stress distribution of endodontically treated maxillary central incisors: a 3D finite element analysis
Authors:M.-L. HSU,C.-S. CHEN,B.-J. CHEN,H.-H. HUANG,&   C.-L. CHANG
Affiliation:Departments of Dentistry;and Physical Therapy and Assistive Technology, National Yang-Ming University;and Dental Department, Shin Kong Wu Ho-Su Memorial Hospital, Taipei, Taiwan
Abstract:Summary  Traditionally, using a long post can cause progressive removal of the root structure, complicate the ability to re-treat the tooth if necessary and make it difficult to apply an adhesive bonding agent into the root canal. It is unclear if a shorter post length can be applied when a light translucent glass fibre post and adhesive resin cement are used. The aim of this study was to evaluate the biomechanical performance of endodontically treated teeth restored with three post materials, glass-fibre, stainless steel and cast-nickel chromium posts and cores of different lengths of 7, 10 and 13 mm. A 3D finite element analysis model of the maxillary central incisor was constructed. An occlusal load of 300 N was applied to a node at the palatal surface of the crown at 45° to the long axis of the tooth. von Mises stress analyses were carried out in three regions. Simulated data were collected for plotting various pattern graphics and conducting statistical tests. The pattern graphics showed that when the post length changed from 13 to 7 mm, the stress patterns were even and flat in all fibre-post groups, while the stress patterns of the metal-post groups showed an M-shaped peak and trough. Statistical tests showed that the shorter fibre post was superior to the longer metal post in some situations. Within the limitations of this study, it was concluded that when a metal post is used, the post should be as long as possible, while the biomechanical performance of a glass-fibre post combined with a composite resin core was less sensitive to post length.
Keywords:glass fiber post    post material    post length    finite element analysis    stress distribution    von Mises stress    adhesive resin cement
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