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Abstract
Finite element (FE) models have been widely used to investigate knee joint biomechanics. Most of these models have been developed to study adult knees, neglecting pediatric populations. In this study, an atlas-based approach was employed to develop subject-specific FE models of the knee for eight typically developing pediatric individuals. Initially, validation simulations were performed at four passive tibiofemoral joint (TFJ) flexion angles, and the resulting TFJ and patellofemoral joint (PFJ) kinematics were compared to corresponding patient-matched measurements derived from magnetic resonance imaging (MRI). A neuromusculoskeletal-(NMSK)-FE pipeline was then used to simulate knee biomechanics during stance phase of walking gait for each participant to evaluate model simulation of a common motor task. Validation simulations demonstrated minimal error and strong correlations between FE-predicted and MRI-measured TFJ and PFJ kinematics (ensemble average of root mean square errors < 5 mm for translations and < 4.1° for rotations). The FE-predicted kinematics were strongly correlated with published reports (ensemble average of Pearson's correlation coefficients (ρ) > 0.9 for translations and ρ > 0.8 for rotations), except for TFJ mediolateral translation and abduction/adduction rotation. For walking gait, NMSK-FE model-predicted knee kinematics, contact areas, and contact pressures were consistent with experimental reports from literature. The strong agreement between model predictions and experimental reports underscores the capability of sequentially linked NMSK-FE models to accurately predict pediatric knee kinematics, as well as complex contact pressure distributions across the TFJ articulations. These models hold promise as effective tools for parametric analyses, population-based clinical studies, and enhancing our understanding of various pediatric knee injury mechanisms. They also support intervention design and prediction of surgical outcomes in pediatric populations.
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Details
1 Griffith University, Griffith Centre of Biomedical and Rehabilitation Engineering (GCORE), Menzies Health Institute Queensland and the Advanced Design and Prototyping Technologies Institute (ADAPT), Gold Coast, Australia (GRID:grid.1022.1) (ISNI:0000 0004 0437 5432)
2 University of Eastern Finland, Department of Technical Physics, Kuopio, Finland (GRID:grid.9668.1) (ISNI:0000 0001 0726 2490)
3 Griffith University, Griffith Centre of Biomedical and Rehabilitation Engineering (GCORE), Menzies Health Institute Queensland and the Advanced Design and Prototyping Technologies Institute (ADAPT), Gold Coast, Australia (GRID:grid.1022.1) (ISNI:0000 0004 0437 5432); Children’s Health Queensland Hospital and Health Service, Department of Orthopedics, Brisbane, Australia (GRID:grid.512914.a) (ISNI:0000 0004 0642 3960)
4 Children’s Health Queensland Hospital and Health Service, Department of Orthopedics, Brisbane, Australia (GRID:grid.512914.a) (ISNI:0000 0004 0642 3960)
5 Griffith University, School of Engineering and Built Environment, Mechanical Engineering and Industrial Design, Gold Coast, Australia (GRID:grid.1022.1) (ISNI:0000 0004 0437 5432)