scholarly journals The Effect of Talus Osteochondral Defects of Different Area Size on Ankle Joint Stability: A Finite Element Analysis

Author(s):  
Jia Li ◽  
Yezhou Wang ◽  
Yu Wei ◽  
Dan Kong ◽  
Yuan Lin ◽  
...  

Abstract (1) Background: Osteochondral lesion of the talus (OLT) is one of the common ankle injuries, which will lead to biomechanical changes in the ankle joint and ultimately affect the ankle function. The finite element analysis (FEA) was used to clarify the effect of talus osteochondral defects in different depths on the stability of the ankle joint. However, there is no clear research about the area of talus osteochondral defects that should be intervened in time. In this research, FEA is used to simulate the effect of different areas size of talus osteochondral defect on the stress and stability of ankle joint under a certain depth defect.; (2) Methods: The different area size (Normal, 2 mm* 2 mm, 4 mm* 4 mm, 6 mm* 6 mm, 8 mm* 8 mm, 10 mm* 10 mm, 12 mm* 12 mm) of osteochondral defects three-dimensional finite element model was established to simulate and calculate joint stress and displacement of the articular surface of the distal tibia and the proximal talus while the ankle joint was in the push-off phase, midstance phase and heel-strike phase; (3) Results: When OLT occurred, the contact pressure of articular surface, the equivalent stress of the proximal talus, tibial cartilage and talus cartilage did not change significantly with the increase of osteochondral defect area size in heel-strike phase below 6 mm * 6 mm, it increased gradually from 6 mm * 6 mm in midstance phase and push-off phase, and reached the maximum when the defect area size is 12 mm * 12 mm. The talus displacement also has the same tendency.; (4) Conclusions: The effect of cartilage area size defects of the talus on the biomechanics of the ankle is obvious especially in the midstance phase and push-off phase. When the defect size reaches 6 mm * 6 mm, the most obvious change in the stability of the ankle joint occurs, and the effect does not increase linearly with the increase in the depth of the defect.

2003 ◽  
Vol 15 (02) ◽  
pp. 82-85 ◽  
Author(s):  
SHYH-CHOUR HUANG ◽  
CHANG-FENG TSAI

This paper presents results from using a 3-dimensional finite element model to assess the stress distribution in the bone, in the implant and in the abutment as a function of the implant's diameter and length. Increasing implant diameter and length increases the stability of the implant system. By using a finite element analysis, we show that implant length does not decrease the stress distribution of either the implant or the bone. Alternatively, however implant diameter increases reduce the stresses. For the latter case, the contact area between implant and bone is increased thus the stress concentration effect is decreased. Also, with increased implant diameter the bone loss is decreased and as a consequence the success rate is improved.


2015 ◽  
Vol 723 ◽  
pp. 96-99
Author(s):  
Xiao Wei Wang ◽  
Mao Xiang Lang

The vice frame bears and transfers the forces and loads between the bogie and the vehicle body.The strength of the vice frame relates directly to the stability and smoothness of the vehicle. In this study, finite element analysis is utilized first to analyse the structural strength and fatigue life of the vice frame, and the recognize the weak parts of its structure in order to enhance its structural strength in the following design work.The finite element analysis is performed on a simulation software Ansys. Then an experiment is designed to test the fatigue strength of the vice frame. The experimental result indicates that the fatigue strength of the object corresponds to the standards and the finite element analysis has high feasibility in solving this kind of problem.


2014 ◽  
Vol 81 (11) ◽  
Author(s):  
Xiaofeng Chen ◽  
Bin Chen

Cells are subjected to cyclic loads under physiological conditions, which regulate cellular structures and functions. Recently, it was demonstrated that cells on substrates reoriented nearly perpendicular to the stretch direction in response to uni-axial cyclic stretches. Though various theories were proposed to explain this observation, the underlying mechanism, especially at the molecular level, is still elusive. To provide insights into this intriguing observation, we employ a coupled finite element analysis (FEA) and Monte Carlo method to investigate the stability of a cluster of slip bonds upon cyclic loads. Our simulation results indicate that the cluster can become unstable upon cyclic loads and there exist two characteristic failure modes: gradual sliding with a relatively long lifetime versus catastrophic failure with a relatively short lifetime. We also find that the lifetime of the bond cluster, in many cases, decreases with increasing stretch amplitude and also decreases with increasing cyclic frequency, which appears to saturate at high cyclic frequencies. These results are consistent with the experimental reports. This work suggests the possible role of slip bonds in cellular reorientation upon cyclic stretch.


Sign in / Sign up

Export Citation Format

Share Document