Abstract

Femur bone is known as the largest and longest bone in human body. It bears most of the body weight during activities such as standing, walking, and running. This study investigates impact of the geometry of the window perforated in the shaft part of this bone on its strength. Four window geometries, including square, circle, trapezoid and triangle were employed in order to assess yield stress under tension, compressive 3-point bending, 4-point bending and torsional loadings. 5 mm interval CT scan images were employed for modeling the femur bone. Analyses were performed in ANSYS finite element code. Trapezoidal window showed much better resistance in 3-point bending and axial loadings compared to other window geometries, while it showed the weaker performance in torsional and 4-point bending loads. However, the femur bone is very unlikely to be loaded in 4-point bending. Moreover, in torsion, the femur bone with trapezoidal window was only 12% weaker than the femur bone with circular window (in axial loading, the femur bone with trapezoidal window had 33.6% higher strength than the bone with circular window). Therefore, summing up all the results of this study, it is suggested to use trapezoidal as the most appropriate window type for orthopedic surgeries.

Highlights

  • Bones are brittle, porous living tissues which form body framework or skeleton

  • This study investigates impact of the geometry of the window perforated in the shaft part of this bone on its strength

  • Four window geometries, including square, circle, trapezoid and triangle were employed in order to assess yield stress under tension, compressive 3-point bending, 4-point bending and torsional loadings. 5 mm interval CT scan images were employed for modeling the femur bone

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Summary

Introduction

Porous living tissues which form body framework or skeleton. From macro point of view, bones are categorized according to their shape; each category has a certain functionality based on its shape. Bones are divided into two groups of cortical and cancellous. Bone injuries may appear in form of diseases (e.g. osteoporosis and tumor) or fracture (under repetitive loadings). These injuries may appear because of perforations or cuttings created for installing implants. Due to internal (e.g. energy absorption capacity, elasticity modulus, fatigue strength and bone density) and external factors (e.g. duration and orientation of the exerted force, and pace of loading), biomechanical analysis of bone injuries is a very important issue

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