Mechanical Behavior and Optimization of Functionally Graded Hollow Cylinder with an Elliptic Hole

Publish Year: 1399
نوع سند: مقاله ژورنالی
زبان: English
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JR_MACS-7-2_002

تاریخ نمایه سازی: 16 بهمن 1399

Abstract:

This paper presents a numerical solution and optimization for a functionally graded material cylinder with an elliptic hole subjected to mechanical pressure. To obtain the governing equations, an elliptic cylindrical coordinate was used. The material properties were considered in a way in order to vary with power-law function along the elliptic cylindrical direction. The differential quadrature method was used for solving the equations. In addition, by using von-Misses stress along the thickness, the optimal values for various material inhomogeneity and the geometry of the cylinder investigated. The results showed that the inconsistency in shape of the hole in the cylindrical vessel can affect the expected results and the stresses in thickness of cylinder were changed. Furthermore, it was shown that with low values of the functionally graded material index, the geometry of the cylinder had a more significant effect on von Mises stress. Additionally, with high values for the material index, the values for von Misses stress converged together and the material inhomogeneity had a less noticeable effect on stress. The results also showed that for various geometries of the cylinder and holes, the best value for material homogeneity to reach the optimum value for von Misses stress was changed. The presented results were consistent with those reported in previous publications.

Authors

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Department of Mechanical Engineering, Najafabad Branch, Islamic Azad University, Najafabad, Iran - Modern Manufacturing Technologies Research center, Najafabad Branch, Islamic Azad University, Najafabad, Iran

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Department of Mechanical Engineering, Najafabad Branch, Islamic Azad University, Najafabad, Iran - Modern Manufacturing Technologies Research center, Najafabad Branch, Islamic Azad University, Najafabad, Iran

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  • [1]    Ersoy, H., Mercan, K. and Civalek, Ö., 2018. Frequencies ...
  • [2]    Dinh Duc, N., Dinh Nguyen, P. and Dinh Khoa, ...
  • [3]    Jafari Fesharaki, J., Jafari Fesharaki, V., Yazdipoor, M. and ...
  • [4]    Fesharaki, J.J. and Roghani, M., 2019. Thermo-mechanical behavior of ...
  • [5]    Abdelhakim, B., Tounsi, A., Bousahla, A., Benyoucef, S. and ...
  • [6]    Alibeigloo, A., 2016. Thermo elasticity solution of sandwich circular ...
  • [7]    Ansari, R., Torabi, J. and Shojaei, M.F., 2016. Vibrational ...
  • [8]    Frikha, A., Zghal, S. and Dammak, F., 2018. Dynamic ...
  • [9]    Alibeigloo, A. and Rajaee, A., 2017. Static and free ...
  • [10] Younsi, A., Tounsi, A., Zaoui, F.Z., Bousahla, A.A. and ...
  • [11] Nejati, M., Yas, M.H., Eslampanah, A. and Bagheriasl, M., ...
  • [12] Fesharaki, J.J. and Golabi, S. 2017, Effect of stiffness ...
  • [13] Fesharaki, J.J., Madani, S.G. and Golabi, S., 2016, Effect ...
  • [14] Fourn, H., Atmane, H.A., Bourada, M., Bousahla, A.A., Tounsi, ...
  • [15] Frikha, A., Zghal, S. and Dammak, F., 2018, Finite ...
  • [16] Shojaee, M., Setoodeh, A.R. and Malekzadeh, P., 2017, Vibration ...
  • [17] Menasria, A., Bouhadra, A., Tounsi, A. and Bousahla, A.A., ...
  • [18] Alibeigloo, A., 2017, Thermo elasticity solution of functionally graded, ...
  • [19] Zghal, S., Frikha, A. and Dammak, F., 2017, Static ...
  • [20] Atrian, A., Jafari Fesharaki, J. and Nourbakhsh, S.H., 2015, ...
  • [21] Rashidifar, R., Jafari, J., Shahriary, H. and Jafari, V., ...
  • [22] Hoshyarmanesh, H., Ebrahimi, N., Jafari, A., Hoshyarmanesh, P., Kim, ...
  • [23] Tornabene, F., Fantuzzi, N., Bacciocchi, M., Viola, E. and ...
  • [24] Ayoubi, P. and Alibeigloo, A., 2017, Three-dimensional transient analysis ...
  • [25] Trabelsi, S., Frikha, A., Zghal, S. and Dammak, F., ...
  • [26] Trabelsi, S., Frikha, A., Zghal, S. and Dammak, F., ...
  • [27] Lei, J., He, Y., Guo, S. and Zhenkun, L., ...
  • [28] Sun, Y., Li, S.R. and Batra, R.C., 2016, Thermal ...
  • [29] Bakhadda, B., Bouiadjra, M.B., Bourada, F., Bousahla, A.A., Tounsi, ...
  • [30] Jafari Fesharaki, J., Dehkordi, H.M., Zohari, M. and Karimi, ...
  • [31] Zghal, S., Frikha, A. Dammak, F., 2018, Free vibration ...
  • [32] Zghal, S., Frikha, A. and Dammak, F., 2018, Mechanical ...
  • [33] Zghal, S., Frikha, A., Dammak, F., 2018, Non-linear bending ...
  • [34] Tornabene, F., Brischetto, S. Fantuzzi, N. and Bacciocchi, M., ...
  • [35] Kermani, I.D., Mirdamadi, H.R. and Ghayour, M., 2016, Nonlinear ...
  • [36] Abdelaziz, H.H., Amar Meziane, M.A., Bousahla, A.A., Tounsi, A., ...
  • [37] Liew, K., Yang, J. and Wu, Y., 2006, Nonlinear ...
  • [38] Pradhan, S. and Murmu, T., 2009, Thermo-mechanical vibration of ...
  • [39] Lu, C.F. and Chen, W., 2005, Free vibration of ...
  • [40] Vahdati, A., Salehi, M., Vahabi, M., Jafari Fesharaki, J. ...
  • [41] Bellifa, H., Bakora A., Tounsi, A., Bousahla, A.A. and ...
  • [42] Yang, J., Liew, K.M., Wu, Y.F. and Kitipornchai, S., ...
  • [43] Yas, M. and Aragh, B.S., 2011, Elasticity solution for ...
  • [44] Bert, C. and Malik, M., 1996, Free vibration analysis ...
  • [45] Horgan, C.O. and Chan, A.M., 1999, The Pressurized Hollow ...
  • [46] Heinbockel, J.H., 2001, introduction to tensor calculus and continuum ...
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