[1] Shu, C. An efficient approach for free vibration analysis of conical shells. International Journal of Mechanical Science, 38(8/9), 935-949(1995)
[2] Lam, K. Y. and Qian, W. Free vibration of symmetric angle-ply thick laminated composite cylindrical shells. Composites:Part B, Engineering, 31, 345-354(2000)
[3] Chen, W. Q., Bian, Z. G., Lv, C. F., and Ding, H. J. 3D free vibration analysis of a functionally graded piezoelectric hollow cylinder filled with compressible fluid. International Journal of Solids and Structures, 41, 947-964(2004)
[4] Patel, B. P., Gupta, S. S., Loknath, M. S., and Kadu, C. P. Free vibration analysis of functionally graded elliptical cylindrical shells using higher-order theory. Composite Structures, 69, 259-270(2005)
[5] Wang, X. H. and Redekop, D. Natural frequencies and mode shapes of an orthotropic thin shell of revolution. Thin-Walled Structures, 43, 735-750(2005)
[6] Kurpa, L., Shmatko, T., and Timchenko, G. Free vibration analysis of laminated shallow shells with complex shape using the R-functions method. Composite Structures, 93, 225-233(2010)
[7] Tornabene, F., Liverani, A., and Caligiana, G. FGM and laminated doubly curved shells and panels of revolution with a free-form meridian:a 2-D GDQ solution for free vibrations. International Journal of Mechanical Sciences, 53, 446-470(2011)
[8] Neves, A. M. A., Ferreira, A. J. M., Carrera, E., Cinefra, M, Roque, C. M. C., Jorge, R. M. N., and Soares, C. M. M. Free vibration analysis of functionally graded shells by a higher-order shear deformation theory and radial basis functions collocation, accounting for through-the-thickness deformations. European Journal of Mechanics A/Solids, 37, 24-34(2013)
[9] Sheng, G. G. and Wang, X. Nonlinear vibration control of functionally graded laminated cylindrical shells. Composites:Part B, Engineering, 52, 1-10(2013)
[10] Kumar, A., Chakrabarti, A., and Bhargava, P. Vibration of laminated composites and sandwich shells based on higher order zigzag theory. Engineering Structures, 56, 880-888(2013)
[11] Ebrahimi, M. J. and Najafizadeh, M. M. Free vibration analysis of two-dimensional functionally graded cylindrical shells. Applied Mathematical Modelling, 38, 308-324(2014)
[12] Duc, N. D., Quan, T. Q., and Luat, V. D. Nonlinear dynamic analysis and vibration of shear deformable piezoelectric FGM double curved shallow shells under damping-thermo-electromechanical loads. Composite Structures, 125, 29-40(2015)
[13] Wali, M., Hentati, T., Jarraya, A., and Dammak, F. Free vibration analysis of FGM shell structures with a discrete double directors shell element. Composite Structures, 125, 295-303(2015)
[14] Assaee, H. and Hasani, H. Forced vibration analysis of composite cylindrical shells using spline finite strip method. Thin-Walled Structures, 97, 207-214(2015)
[15] Arefi, M. and Rahimi, G. H. Comprehensive thermoelastic analysis of a functionally graded cylinder with different boundary conditions under internal pressure using first order shear deformation theory. Mechanika, 18(1), 5-13(2012)
[16] Arefi, M., Rahimi, G. H., and Khoshgoftar, M. J. Electro elastic analysis of a pressurized thickwalled functionally graded piezoelectric cylinder using the first order shear deformation theory and energy method. Mechanika, 18(3), 292-300(2012)
[17] Liu, Y., and Chu, F. Nonlinear vibrations of rotating thin circular cylindrical shell. Nonlinear Dynamics, 67(2), 1467-1479(2011)
[18] Ebrahimi, F. and Rastgo, A. An analytical study on the free vibration of smart circular thin FGM plate based on classical plate theory. Thin-Walled Structures, 46, 1402-1408(2008)
[19] Ghorbanpour-Arani, A., Bakhtiari, R., Mohammadmehr, M., and Mozdianfard, M. R. Electromagnetomechanical responses of a radially polarized rotating functionally graded piezoelectric shaft. Turkish Journal of Engineering and Environment Science, 36, 33-44(2010)
[20] Arefi, M., Rahimi, G. H., and Khoshgoftar, M. J. Exact solution of a thick walled functionally graded piezoelectric cylinder under mechanical, thermal and electrical loads in the magnetic field. Smart Structures and System, 9(5), 427-439(2012)
[21] Fernandes, A. and Pouget, J. Structural response of composite plates equipped with piezoelectric actuators. Computers and Structures, 84, 1459-1470(2006)
[22] Ghorbanpour-Arani, A., Shajari, A. R., Amir, S., and Loghman, A. Electro-thermo-mechanical nonlinear nonlocal vibration and instability of embedded micro-tube reinforced by BNNT, conveying fluid. Physica E, 45, 109-121(2012)
[23] Patel, B. P., Gupta, S. S., Loknath, M. S., and Kadu, C. P. Free vibration analysis of functionally graded elliptical cylindrical shells using higher-order theory. Composite Structures, 69, 259-270(2005)
[24] Yan, X. and Jinxi, L. Decay rate of Saint-Venant end effects for plane deformations of piezoelectric piezomagnetic sandwich structures. Acta Mechanica Solida Sinica, 23(5), 407-419(2010)
[25] Rahimi, G. H., Arefi, M., and Khoshgoftar, M. J. Application and analysis of functionally graded piezoelectrical rotating cylinder as mechanical sensor subjected to pressure and thermal loads. Applied Mathematics and Mechanics (English Edition), 32(8), 997-1008(2011) DOI 10.1007/sl0483-011-1475-6
[26] Khoshgoftar, M. J., Arani, A. G., and Are, M. Thermoelastic analysis of a thick walled cylinder made of functionally graded piezoelectric material. Smart Materials and Structures, 18, 115007(2009) |