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. 2022 Mar;60(3):843-854.
doi: 10.1007/s11517-022-02516-0. Epub 2022 Feb 4.

Study of the significance of parameters and their interaction on assessing femoral fracture risk by quantitative statistical analysis

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Study of the significance of parameters and their interaction on assessing femoral fracture risk by quantitative statistical analysis

Rabina Awal et al. Med Biol Eng Comput. 2022 Mar.

Abstract

Early assessment of hip fracture helps develop therapeutic and preventive mechanisms that may reduce the occurrence of hip fracture. An accurate assessment of hip fracture risk requires proper consideration of the loads, the physiological and morphological parameters, and the interactions between these parameters. Hence, this study aims at analyzing the significance of parameters and their interactions by conducting a quantitative statistical analysis. A multiple regression model was developed considering different loading directions during a sideways fall (angle [Formula: see text] and [Formula: see text] on the coronal and transverse planes, respectively), age, gender, patient weight, height, and femur morphology as independent parameters and Fracture Risk Index (FRI) as a dependent parameter. Strain-based criteria were used for the calculation of FRI with the maximum principal strain obtained from quantitative computed tomography-based finite element analysis. The statistical result shows that [Formula: see text] [Formula: see text], age [Formula: see text], true moment length [Formula: see text], gender [Formula: see text], FNA [Formula: see text], height [Formula: see text], and FSL [Formula: see text] significantly affect FRI where [Formula: see text] is the most influential parameter. The significance of two-level interaction [Formula: see text] and three-level interaction [Formula: see text] shows that the effect of parameters is dissimilar and depends on other parameters suggesting the variability of FRI from person to person.

Keywords: Finite element analysis; Hip fracture; Multiple regression analysis; Parametric quantitative analysis.

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