Study objectiveThis study aims to validate the application effects of a novel theoretical model of dynamic parallel traction in the treatment of femoral neck fractures through three-dimensional finite element analysis. By simulating the femoral neck fracture model, we explore the promotional effect of dynamic parallel traction on fracture healing. MethodA digital 3D femur model was constructed using high-resolution computed tomography data of the lower limbs of a 70-year-old elderly subject. An axial compression of 500N was applied at different traction angles (0°, 10°, 20°, 30°, 40°, 50°). The equivalent stress distribution and deformation of the femur geometric model were calculated at each angle under the six α angles. Statistical analysis was performed using One-Way ANOVA. ResultsAt the parallel angle (α = 0°), the maximum stress on the entire femur occurred at the trochanteric fossa, with a value of 7.945 MPa (α = 0°). The maximum deformation was at the fovea capitis, with a value of 104.13 mm (α = 0°). As the traction angle gradually increased (α = 10°, α = 20°, α = 30°, α = 40°, α = 50°), the maximum stress shifted gradually to the medial cortex of the femoral shaft, with values of 11.236 MPa (α = 10°), 15.196 MPa (α = 20°), 19.263 MPa (α = 30°), 23.149 MPa (α = 40°), and 26.311 MPa (α = 50°). The maximum deformation remained at the fovea capitis but increased to 131.87 mm (α = 10°), 181.96 mm (α = 20°), 228.2 mm (α = 30°), 271.15 mm (α = 40°), and 307.41 mm (α = 50°). One-Way ANOVA revealed that traction angle significantly influenced the stress distribution (F = 4.419, p = 0.0022) and deformation magnitude (F = 4.023, p = 0.0040) at the proximal femur, indicating that traction angle is a critical factor affecting stress distribution and deformation. ConclusionWith the increase of the traction angle, the mechanical properties of the proximal femur decrease, indicating an increased risk of non-union and complications. Additionally, the study proves the effectiveness of the “dynamic parallel traction” theory.
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