[1] McGee OG III, Kim JW (2010) Three-dimensional vibrations of cylindrical elastic solids with V-notches and sharp radial cracks.  J Sound Vib.,Vol. 329, pp.457–484.

[2] Shakeri M, Akhlaghi M, Hoseini SM (2006) Vibration and radial wave propagation velocity in functionally graded thick hollow cylinder. Com Struc, Vol. 76, pp. 174–181.

[3] Buchanan GR (2003) Free vibration of an infinite magnetoelectro-elastic cylinder. J Sound Vib, Vol.268, pp. 413–426.

[4] Malla Reddy P, Tajuddin M (2000) Exact analysis of the plane-strain vibrations of thick-walled hollow poroelastic cylinders. Int J  Solid Struc,Vol. 37, pp. 3439–3456.

[5] Wang Y, Xu R, Ding H, Chen J (2010 ) Three-dimensional exact solutions for free vibrations of simply supported magneto-electro-elastic cylindrical panels. Int J Eng Sci,Vol. 48 , pp. 1778–1796.

[6] Ghorbanpour Arani A, Jafari Fesharaki J,  Mohammadimehr M, Golabi S (2010) Electro-magneto-thermo-mechanical Behaviors of a RadiallyPolarized FGPM Thick Hollow Sphere. Jour of Sol Mech, Vol. 2, No. 4, pp. 305-315.

[7] Heyliger PR, Jilani A (1992) The free vibrations of inhomogeneous elastic cylinders and spheres. Inter J  Solid Struc, Vol. 29, pp. 2689–2708.

[8] خرمی کمیل، حسینی هاشمی شاهرخ ارتعاشات آزاد پانل استوانه­ای نسبتاً ضخیم ساخته شده از مواد مدرج تابعی با استفاده از روش مربعات دیفرانسیلی. مجله مهندسی مکانیک مدرس، دوره 11، شماره 2، 1390، ص ص 93-106.

[9] Zhao X, Lee YY, Liew KM (2009) Thermoelastic and vibration analysis of functionally graded cylindrical shells. Int J Mech Sci, Vol. 51, , pp. 694–707.

[10] Farid M, Zahedinejad P, Malekzadeh P (2010) Three-dimensional temperature dependent free vibration analysis of functionally graded material curved panels resting on two-parameter elastic foundation using a hybrid semi-analytic diff quadrature method. Mater.  Design, Vol. 31, pp. 2–13.

[11] Bodaghi M, ShakeriM (2012) An analytical approach for free vibration and transient response of functionallygraded piezoelectric cylindrical panels subjected to impulsive loads. J Com Struc, Vol. 94, pp. 1721–1735.

[12]  Chen Y, Jin G, Liu Zh (2013) Free vibration     analysis of circular cylindrical shell with non-uniform elastic boundary constraints, Int J Mech Sci, Vol. 47, pp. 120–132.

[13]  Neves AMA, Ferreira AJM, Carrera E, Cinefra   M, Roque CMC, Jorge RMN, Soares CMM (2013) 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, Erope Jour mech A/Sol Com Struc, Vol. 37, pp. 24–34.

[14] Malekzadeh P, Bahranifard F, Ziaee S (2013)  Three-dimensional free vibration analysis of functionally graded cylindrical panels with cut-out using Chebyshev–Ritz method, J Com Struc, Vol. 105, pp. 1–13.

[15] Sheng GG, Wang X (2013) An analytical study of the non-linear vibrations of functionally graded cylindrical shells subjected to thermal and axial loads. Jour Com Struc, J Com Struc, Vol. 97, pp. 261–268.

[16] Vinson JR (2005) Plate and Panel Structures of Isotropic, Composite and Piezoelectric Materials, Including Sandwich Construction.USA, Springer.

[17] Kraus J (1984) Electromagnetics. USA: McGrawHill Inc.