| Literature DB >> 30539016 |
Jun Fu1, Ming Ni1, Jiying Chen1, Xiang Li1, Wei Chai1, Libo Hao1, Guoqiang Zhang1, Yonggang Zhou1.
Abstract
PURPOSE: The purpose of this study was to establish the finite element analysis (FEA) model of acetabular bone defect reconstructed by 3D printed Ti6Al4V augment and TM augment and further to analyze the stress distribution and clinical safety of augments, screws, and bones.Entities:
Mesh:
Substances:
Year: 2018 PMID: 30539016 PMCID: PMC6261073 DOI: 10.1155/2018/6367203
Source DB: PubMed Journal: Biomed Res Int Impact factor: 3.411
Figure 1(a) The 3D printed augment was put on the acetabular defect surface fixed with two screws. (b) The general layout with all components and mesh generation was made after setting up all the material properties and interfaces. (c) Fixed constraint boundary conditions were assumed at the sacroiliac joint and pubic symphysis. (d) Simulated vertical reaction load was applied from the bottom of femur.
Mechanical properties of materials used in FEA mode.
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|---|---|---|---|
| Cortical bone | Cortical bone | 17300 | 0.265 |
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| Cancellous bone | Cancellous bone | 400 | 0.2 |
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| Screws | Titanium alloy | 110600 | 0.326 |
| 3D printed augment | |||
| Femoral prosthesis | |||
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| Acetabular cup | Tantalum | 8963 | 0.31 |
| TM augment | |||
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| Ceramic insert | Ceramics | 350000 | 0.22 |
| Ceramic femoral head | |||
Figure 2The stress distribution of 3D printed Ti6Al4V augment. (a) 500 N; (b) 2000 N; (c) 3000 N.
Figure 3The stress distribution of screw for fixing 3D printed Ti6Al4V augment. (a) 500 N; (b) 2000 N; (c) 3000 N.
Figure 4The stress distribution of bone in contact with 3D printed Ti6Al4V augment. (a-b) 500 N; (c-d) 2000 N; (e-f) 3000 N.
Figure 5The stress distribution of bone in contact with screw. (a-b) 500 N; (c-d) 2000 N; (e-f) 3000 N.
Figure 6The stress distribution of bone in contact with TM augment. (a-b) 500 N; (c-d) 2000 N; (e-f) 3000 N.
Figure 7The comparison of bone stress in 3D printed Ti6Al4V augment and TM augment. (a) Compressive stress; (b) shear stress.