PSI - Issue 35

Deniz ÇelikbaŞ et al. / Procedia Structural Integrity 35 (2022) 269 – 278 D. C¸ elikbas¸ / Structural Integrity Procedia 00 (2021) 000–000

278

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results of Toussaint and Polysois (2019). With the validated ceramic tile model, we explore the e ff ect of spherical surface profiling and bullet hitting location. From the results of this study, the following conclusions can be drawn:

• Various sphere radius values ranging from 0 (flat) to 7 mm are examined, and it is observed that the ballistic performance of the ceramic tiles can be increased up to 56% when the radius of the spherical surface profile is 4.5 mm . • Except for the 5.5 mm sphere radius surface profiled plate, the best SKEA results are achieved when the pro jectile hits the gap between the four spheres. For the 5.5 mm sphere radius surface profiled plate, on the other hand, the best SKEA is achieved when the projectile hits the intersection of two spheres. • For radius values of 3.5, 4, 5, and 5.5 mm , the worst SKEA result is obtained when the projectile hits the top of the sphere. For the radius value of 4.5 mm , however, the worst SKEA result is obtained when the projectile hits in the middle of the top and the intersection of two spheres. • Regardless of the hitting point, the ballistic performance is better than the flat plate because the worst result is 21% better than the flat plate. This study can be extended to investigate di ff erent surface profile shapes, such as the square pyramid and rectangular prism. Furthermore, the state-of-the-art optimization techniques can be used to find the optimum surface profiles.

Acknowledgements

The authors would like to thank Mr. Ameen Topa regarding his fruitful discussions on SPH modeling.

References

Chen, A. N., Wu, J. M., Liu, K., Chen, J. Y., Xiao, H., Chen P., Li, C. H., Shi, Y. S., 2018. Advances in Applied Ceramics. Vol 117, No 2, 100-117. Cronin, D. S., Bui, K., Kaufmann, C., McIntosh, G., Berstad, T., 2003. Implementation and Validation of the Johnson-Holmquist Ceramic Material Model in LS-Dyna. 4th European LS-DYNA Users Conference, Vol 50, 047-60. Hazell, P. J., Roberson, C. J., Moutinho, M., 2008. The design of mosaic armour: the influence of tile size on ballistic performance. Materials and Design, Vol 29, 1497-1503. Islam, R. I., Zheng, J. Q., Batra, R. C., 2020. Ballistic performance of ceramic and ceramic-metal composite plates with JH1, JH2 and JHB material models. International Journal of Impact Engineering, Vol 137, 103469. Johnson, G. R., Stryk, R. A., Beissel, S. R., 1996. SPH for high velocity impact computations. Computer methods in applied mechanics and engineering, Vol 139, 347-373. Johnson, G., Holmquist, T., 1994. An improved computational constitutive model for brittle materials. American Institute of Physics Conference Proceedings . Vol 309, 981-984. Jones, T., Delorme, R., 2008. Development of a Ballistic Specification for Magnesium Alloy AZ31B. ARL-TR-4664; U.S. Army Research Labo ratory: Aberdeen Proving Ground. Livermore Software Technology Corporation, 2018. ”LS-DYNA Keyword User’s Manual - Volume II, Material Models”. Mariana, M., Beltrami, R., Brusa, P., Galassi, C., Ardito, R., Lecis, N., 2021. 3D printing of fine alumina powders by binder jetting. Journal of the European Ceramic Society, Vol 41, Issue 10, 5307-5315. Medvedovski, E., 2010. Ballistic performance of armour ceramics: Influence of design and structure. Part 1. Ceramic International, Vol 36, 2103 2115. Meng, S., Taddei, L., Lebaal, N., Roth, S., 2021. Advances in ballistic penetrating impact simulations on thin structures using Smooth Particle Hydrodynamics: A state of the art. Thin-Walled Structures, Vol 159, 107206. National Institute of Justice, 2008. Ballistic resistance of body armor NIJ standard-0101.06. O ffi ce of Law Enforcement Standards. Ruys, A., 2019. Alumina in lightweight body armor. Alumina Ceramics, Biomedical and Clinical Applications, 321-368. Scazzosi, R., Giglio, M., Manes, A., 2020. FE Coupled to SPH Numerical Model for the Simulation of High-Velocity Impact on Ceramic Based Ballistic Shields. Ceramic International, Vol 46, Issue 15, 23760-23772. Tepeduzu, B., Karakuzu, R., 2019. Ballistic performance of ceramic / composite structures. Ceramic International, Vol45, Issue 2, Part A, 1651-1600. Toussaint, G., Polyzois, I., 2019. Steel sphere impact on alumina ceramic tiles: Experiments and finite element simulations. International Journal of Applied Ceramic Technology, Vol 00, 1-22 Xiao, Y., Wu, H., Ping, X., 2020. On the simulation of fragmentation during the process of ceramic tile impacted by blunt projectile with SPH method in LS-DYNA. Computer Modelling in Engineering & Science, Vol 122, No 3, 923-954.

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