In this project develop mathematical and numerical models


Project -

In this project, Develop mathematical and numerical models for fractured bone attached with bone plate, to see the stress and stress shielding effect between the interface between bone and bone plate. For boundary condition please see the attached file. 3 point bending test will be performed to see the stiffness and flexture load. Screw (titanium alloy) position also have an effect on the stress. Bone plate will be consisted with two materials top part will be Titanium alloy (3mm) and bottom part will be magnesium (3mm). This plate will mimic the LC-DCP plate. Attached files will be helpful to develop mathematical and numerical model. In the mathematical model surface layer model will be introduced. And in the numerical mode voronoi diagram will be introduced to mimic the grain size.

References -

1. Chakladar, N. D and Harper, Lee Thomas and Parsons, A. J. (2016) Optimisation of composite bone plates for ulnar transverse fractures. Journal of the Mechanical Behavior of Biomedical Materials, 57 . pp. 334-346. ISSN 1751-6161.

2. A simplified application (APP) for the parametric design of screw-plate fixation of bone fractures by Chen-Yuan Chung.

3. Evaluation of bone plate with low-stiffness material in terms of stress distribution by Semih Benli, Sami Aksoy, Hasan Havitcioglu, Mumin Kucuk.

4. Metallic bone fixation implants: a novel design approach for reducing the stress shielding phenomenon by Abdulsalam A. Al-Tamimi, Paulo Rui Alves Fernandes, Chris Peach, Glen Cooper, Carl Diver & Paulo Jorge Bartolo.

5. ANALYSIS OF AN INTERNAL FIXATION OF A LONG BONE FRACTURE by K. RAMAKRISHNA, I. SRIDHAR, S. SIVASHANKER, V. K. GANESH and D. N. GHISTA.

6. The influence of size effect on the ductile fracture in micro-scaled plastic deformation by J.Q. Ran, M.W. Fu, W.L. Chan.

7. Influences of size effect and stress condition on ductile fracture behavior in micro-scaled plastic deformation by J.L. Wang, M.W. Fu, S.Q. Shi.

Attachment:- Assignment Files.rar

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Dissertation: In this project develop mathematical and numerical models
Reference No:- TGS02901268

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