Bryan GH. (1890) On the beats in the vibrations of a revolving cylinder or bell. Proceedings of the Cambridge Philosophical Society. 101-111.
 DiTaranto R and Lessen M. (1964) Coriolis acceleration effect on the vibration of a rotating thin-walled circular cylinder. Journal of Applied Mechanics 31: 700-701.
 Srinivasan A and Lauterbach GF. (1971) Traveling waves in rotating cylindrical shells. Journal of Engineering for Industry 93: 1229-1232.
 Zohar A and Aboudi J. (1973) The free vibrations of a thin circular finite rotating cylinder. International Journal of Mechanical Sciences 15: 269-278.
 Pourmoayed A, Malekzadeh Fard K and Shahravi M. (2017) Vibration Analysis of a Cylindrical Sandwich Panel with Flexible Core Using an Improved Higher-Order Theory. Latin American Journal of Solids and Structures 14: 714-742.
 Khalili S, Davar A and Fard KM. (2012) Free vibration analysis of homogeneous isotropic circular cylindrical shells based on a new three-dimensional refined higher-order theory. International Journal of Mechanical Sciences 56: 1-25.
 Jabbari M, Nejad MZ and Ghannad M. (2015) Thermo-elastic analysis of axially functionally graded rotating thick cylindrical pressure vessels with variable thickness under mechanical loading. International Journal of Engineering Science 96: 1-18.
 Nejad MZ, Jabbari M and Ghannad M. (2015) Elastic analysis of axially functionally graded rotating thick cylinder with variable thickness under non-uniform arbitrarily pressure loading. International Journal of Engineering Science 89: 86-99.
 Afshin A, Zamani Nejad M and Dastani K. (2017) Transient thermoelastic analysis of FGM rotating thick cylindrical pressure vessels under arbitrary boundary and initial conditions. Journal of Computational Applied Mechanics 48: 15-26.
 Firouz-Abadi R, Noorian M and Haddadpour H. (2010) A fluid–structure interaction model for stability analysis of shells conveying fluid. Journal of Fluids and Structures 26: 747-763.
 Bochkarev S and Matveenko V. (2013) Numerical analysis of stability of a stationary or rotating circular cylindrical shell containing axially flowing and rotating fluid. International Journal of Mechanical Sciences 68: 258-269.
 Paak M, Païdoussis M and Misra A. (2013) Nonlinear dynamics and stability of cantilevered circular cylindrical shells conveying fluid. Journal of Sound and Vibration 332: 3474-3498.
 Rabani Bidgoli M, Saeed Karimi M and Ghorbanpour Arani A. (2016) Nonlinear vibration and instability analysis of functionally graded CNT-reinforced cylindrical shells conveying viscous fluid resting on orthotropic Pasternak medium. Mechanics of Advanced Materials and Structures 23: 819-831.
 Shahsiah R and Eslami M. (2003) Thermal buckling of functionally graded cylindrical shell. Journal of Thermal Stresses 26: 277-294.
 Mirzavand B, Eslami MR and Shahsiah R. (2005) Effect of imperfections on thermal buckling of functionally graded cylindrical shells. AIAA journal 43: 2073-2076.
 Mirzavand B and Eslami M. (2006) Thermal buckling of imperfect functionally graded cylindrical shells based on the Wan–Donnell model. Journal of Thermal Stresses 29: 37-55.
 Huang H and Han Q. (2008) Buckling of imperfect functionally graded cylindrical shells under axial compression. European Journal of Mechanics-A/Solids 27: 1026-1036.
 Banerjee J. (2012) Free vibration of beams carrying spring-mass systems− A dynamic stiffness approach. Computers & structures 104: 21-26.
 Hozhabrossadati SM, Aftabi Sani A and Mofid M. (2016a) Free vibration analysis of a beam with an intermediate sliding connection joined by a mass-spring system. Journal of Vibration and Control 22: 955-964.
 Hozhabrossadati SM, Sani AA and Mofid M. (2016b) A closed-form study on the free vibration of a grid joined by a mass-spring system. Journal of Vibration and Control 22: 1147-1157.
 Hozhabrossadati SM, Sani AA and Mofid M. (2015) Vibration of beam with elastically restrained ends and rotational spring-lumped rotary inertia system at mid-span. International Journal of Structural Stability and Dynamics 15: 1450040.
 Tauchert TR. (1974) Energy principles in structural mechanics: McGraw-Hill Companies.
 M. Rabani Bidgoli, M. Saeed Karimi, and A. Ghorbanpour Arani, "Nonlinear vibration and instability analysis of functionally graded CNT-reinforced cylindrical shells conveying viscous fluid resting on orthotropic Pasternak medium," Mechanics of Advanced Materials and Structures, vol. 23, pp. 819-831, 2016.
 SafarPour H, Hosseini M and Ghadiri M. (2017) Influence of three-parameter viscoelastic medium on vibration behavior of a cylindrical nonhomogeneous microshell in thermal environment: An exact solution. Journal of Thermal Stresses: 1-15.
 Kadoli R and Ganesan N. (2006) Buckling and free vibration analysis of functionally graded cylindrical shells subjected to a temperature-specified boundary condition. Journal of Sound and Vibration 289: 450-480.
 Shafiei N, Mirjavadi SS, Afshari BM, et al. (2017) Nonlinear thermal buckling of axially functionally graded micro and nanobeams. Composite Structures 168: 428-439.
 Zeighampour H and Beni YT. (2014) Size-dependent vibration of fluid-conveying double-walled carbon nanotubes using couple stress shell theory. Physica E: Low-dimensional Systems and Nanostructures 61: 28-39.
 Ghadiri M, Shafiei N and Safarpour H. (2016) Influence of surface effects on vibration behavior of a rotary functionally graded nanobeam based on Eringen’s nonlocal elasticity. Microsystem Technologies: 1-21.
 Barooti MM, Safarpour H and Ghadiri M. (2017) Critical speed and free vibration analysis of spinning 3D single-walled carbon nanotubes resting on elastic foundations. The European Physical Journal Plus 132: 6.
 SafarPour H and Ghadiri M. (2017) Critical rotational speed, critical velocity of fluid flow and free vibration analysis of a spinning SWCNT conveying viscous fluid. Microfluidics and Nanofluidics 21: 22.
 Shu C. (2012) Differential quadrature and its application in engineering: Springer Science & Business Media.
 Civalek Ö. (2004) Application of differential quadrature (DQ) and harmonic differential quadrature (HDQ) for buckling analysis of thin isotropic plates and elastic columns. Engineering Structures 26: 171-186.
 Mirsky I and Herrmann G. (1957) Nonaxially symmetric motions of cylindrical shells. The Journal of the Acoustical Society of America 29: 1116-1123.
 Reddy J. (1984) Exact solutions of moderately thick laminated shells. Journal of Engineering Mechanics 110: 794-809.
 Armenàkas AE, Gazis DC and Herrmann G. (2016) Free vibrations of circular cylindrical shells: Elsevier.
 Loy C and Lam K. (1999) Vibration of thick cylindrical shells on the basis of three-dimensional theory of elasticity. Journal of Sound and Vibration 226: 719-737.
 Loy C, Lam K and Shu C. (1997) Analysis of cylindrical shells using generalized differential quadrature. Shock and Vibration 4: 193-198.