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International Journal of Bioprinting                          Lattice-Solid hybrid 3D printing for artificial implant




















                           Figure 2. Schematic of lattice structure specimen. (a) Orientation; (b) unit cell size; (c) unit cell rotation.


























            Figure 3. Boundary conditions for FEA results of hybrid structure with volume fraction 10%. (a) Mesh generation. (b) Fixed support and load conditions.

            characteristics of the designed hybrid models. To reduce   Mises stress of the 3 mm/0° lattice structure was the highest
            computational time, the symmetry condition was applied   at 1611 MPa, and that of the 2 mm/45° lattice structure was
            to the hybrid structure specimens’ centerline, the end of the   the lowest at 1456 MPa. While the yield strength of EBM
            specimen surface at gauge length was fixed, and a uniform   Ti-6Al-4V is about 915–1200 MPa , the three lattice
                                                                                            [31]
            compressive load of 500 N was applied to the specimen   structures have higher maximum von Mises stress. These
            grip (Figure 3). In addition, for the calibration of the FEA   FEA results show that the three fully porous designs are
            model, maximum von Mises stress and displacements were   unsustainable for compression of 500 N, thus it is essential
            tested under load conditions of 400 N and 600 N (Tables 1
            and  2). For hybrid  specimens, meshes with 1,500,000–  to have solid-porous mixed hybrid structure rather than
            5,700,000  tetrahedral  solid-type  elements  were  used,   pure porous structure. Consequently, the 2 mm/45° lattice
            and the element size was 2.6448 mm. Using the material   structure would be preferable for the hybrid structure.
            designer in ANSYS, the following Ti alloy properties were   However, implants are not as standardized as specimens
                                                  3
            calculated for the lattice structure: ρ = 0.18 g/cm , Ε = 41.65   in actual orthopedic surgery. In other words, unit cell
            MPa for elastic modulus, and ν = 0.486 for Poisson’s ratio.  orientation and building axis for the lattice structure
                                                               cannot be controlled when the lattice is used as part of a real
            3. Results and discussion                          implant. Therefore, the direction of the applied force is not
            The simulation results for the lattice  structures with   constant, and the unit cell direction of the specimen cannot
            various unit sizes and rotated unit cell directions are shown   be  determined.  For  the  worst-case  testing  of  the  2  mm
            in Figure 4. The von Mises stress increases as the unit size   lattice structure, we applied the 2 mm/0° lattice structure
            increases and decreases as the unit cell is rotated. The von   to all hybrid structures to evaluate their performance.

            Volume 9 Issue 4 (2023)                         18                         https://doi.org/10.18063/ijb.716
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