By Ghias Kharmanda, Abdelkhalak El Hami
In this publication, the authors found in aspect numerous contemporary methodologies and algorithms that they built over the last fifteen years. The deterministic equipment account for uncertainties via empirical protection elements, which suggests that the particular uncertainties in fabrics, geometry and loading will not be actually thought of. This challenge turns into even more advanced while contemplating biomechanical functions the place a few uncertainties are encountered within the layout of prosthesis structures. This publication implements more advantageous numerical thoughts and algorithms that may be utilized to biomechanical studies.
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Extra resources for Biomechanics Optimization, Uncertainties and Reliability
Introduction The integration of structural optimization into biomechanics can be carried out on several applications. In this chapter, we mainly focus on the integration of structural optimization into orthopedic and orthodontic prosthesis design. The applications are presented considering the three main groups (or families) of structural optimization: sizing optimization, shape optimization and topology optimization. The objective of this study is to implement structural optimization simply on the design of prostheses in 2D and also in 3D.
Shape optimization provides optimal smooth boundaries to improve the performance of the designed prosthesis. Sizing optimization can be applied to change the thicknesses and lengths of the stem. The numerical study can be carried out by two approaches: one simple, to study the stem without the bone interface, and one more complex, to study a composite structure, considering the implant-bone interface. In this chapter, several applications in structural optimization of a hip prosthesis are considered with and without an implant-bone interface, in 2D and 3D.
Published by ISTE Ltd and John Wiley & Sons, Inc. 1. Structural optimization of the hip prosthesis Structural optimization in hip prosthesis design is most important in the application to the femoral stem in relation to the other components of the prosthesis. For example, topology optimization can be used to obtain a stem with transverse holes, with the aim of ensuring good fixation of the prosthesis after the operation [KHA 16a]. Shape optimization provides optimal smooth boundaries to improve the performance of the designed prosthesis.