Changes in load distribution after unilateral condylar fracture: A finite element model study

Loreine M.L. Helmer, Cornelis Klop, Frank Lobbezoo, Jan de Lange, Jan Harm Koolstra, Leander Dubois

Research output: Contribution to journalArticleAcademicpeer-review

Abstract

Objective: Premature dental contact on the fractured side and a contralateral open bite are signs of a unilaterally fractured condyle of the temporomandibular joint (TMJ). The lateral pterygoid muscle pulls the condyle inwards, causing angulation of the fractured part and shortening of the ramus. This imbalance after fracture might change the load in both TMJs and consequently induce remodeling. The present study aimed to calculate this change in load. It is hypothesized to decrease on the fractured side and increase on the non-fractured side. Design: For these calculations, a finite element model (FEM) was used. In the FEM, shortening of the ramus varied from 2 mm to 16 mm; angulation, from 6.25° to 50°. Results: After fracture, load on the non-fractured side increased, but only at maximal mouth opening (MMO). Simultaneously, load on the fractured side decreased, at both timepoints, i.e., MMO and closed mouth. When comparing all simulations at those time points, i.e., from 2 mm and 6.25° to 16 mm and 50°, the load in the fractured condyle declines steadily. However, for both timepoints, a threshold stands out around 6 mm shortening and 18.75° angulation: visualization of the fractured condyle showed, apart from load on the condylar head, a second point of load more medial in the TMJ which was most evident in the 6 mm – 18.75° simulation. Conclusions: These findings could implicate that the balance between both TMJs is more difficult to restore after a fracture with more than 6 mm shortening and more than 18.75° angulation.

Original languageEnglish
Article number105791
Pages (from-to)1-6
Number of pages6
JournalArchives of Oral Biology
Volume155
Early online date15 Aug 2023
DOIs
Publication statusPublished - 1 Nov 2023

Keywords

  • Condylar fracture
  • Conservative treatment
  • Finite element model
  • Indications
  • Load
  • Resorption

Cite this