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Dassault Systemes
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Bruker Corporation
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Abaqus Inc
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Image Search Results
Journal: Frontiers in Bioengineering and Biotechnology
Article Title: Biomechanical Effects of a Cross Connector in Sacral Fractures – A Finite Element Analysis
doi: 10.3389/fbioe.2021.669321
Figure Lengend Snippet: Variations of the Young’s modulus (MPa) and Poisson’s ratio of the interface between the screws and the bone for the osseointegration analysis.
Article Snippet: The resulting maximum stresses for each repair strategy (without fixation, fixation without CC, fixation with CC), for all three loading conditions (Flexion, lateral bending and torsion) and for the nine levels of
Techniques:
Journal: Frontiers in Bioengineering and Biotechnology
Article Title: Biomechanical Effects of a Cross Connector in Sacral Fractures – A Finite Element Analysis
doi: 10.3389/fbioe.2021.669321
Figure Lengend Snippet: Violin plots depicting the maximum principal stresses (absolute values) in the disk L5/S1 (A) , fifth lumbar vertebrae (B) and fracture area (D) and the von Mises stresses in the fixation device (C) in MPa, statistically validated in different variations of osseointegration (100 MPa to 10.000 MPa) for the axial rotation case. In the disk area L5/S1, the resulting effect of a cross connector was not significant [ F (1,8) = 1.391, p = 0.2721, SS = 8.89*10^-7, δ = 0.0004, subplot A]. In the lumbar vertebra L5 [ F (1,8) = 4.955, p = 0.0566, SS = 1842, δ = 20.23, subplot B] and fixational device [ F (1,8) = 100, p < 0.0001, SS = 0.68, post-hoc t-test t (16) = 0.6971, p = 0.4957, δ = 0.39, subplot C], the effect of a cross connector was not significant. In the fracture area, the resulting principal stresses (subplot D) were significantly lower after the addition of a cross connector [ F (1,8) = 2066, p < 0.0001, SS = 51.78, post-hoc t-test t (16) = 46.28, p < 0.0001, δ = 3.392] (Mean, 25th and 75th percentile).
Article Snippet: The resulting maximum stresses for each repair strategy (without fixation, fixation without CC, fixation with CC), for all three loading conditions (Flexion, lateral bending and torsion) and for the nine levels of
Techniques: