[1] heidari , V., Ahmadi , M, Orak , M, Salehi , M. (2021) Modal Analysis of Complex Structures via a Sub-Structuring Approach. ADMT J. 14(1): p. 59-71.
[2] Koga, T.(1988) Effects of boundary conditions on the free vibrations of circular cylindrical shells. AIAA J. 26(11): p. 1387-1394.
[3] Chang, S.-D. and R. Greif (1979) Vibrations of segmented cylindrical shells by a fourier series component mode method. JSV. 67(3): p. 315-328.
[4] Dai , L., Yang T, Sun , Y , Liu , J (2011) Influence of boundary conditions on the active control of vibration and sound radiation for a circular cylindrical shell. Trans Tech Publ.
[5] Zhou, H., Li , W , Lv , B, Li , W (2012) Free vibrations of cylindrical shells with elastic-support boundary conditions. Appl. Acoust. 73(8): p. 751-756.
[6] Qu , Y., Chen , Y , Long , X , Meng, G (2013) Free and forced vibration analysis of uniform and stepped circular cylindrical shells using a domain decomposition method. Appl. Acoust. 74(3): p. 425-439.
[7] Tang , D., Yao , X , Wu , G , Peng , Y. (2017) Free and forced vibration analysis of multi-stepped circular cylindrical shells with arbitrary boundary conditions by the method of reverberation-ray matrix. TWS. 116: p. 154-168.
[8] Tang Q , L.C., She H , Wen B.(2018) Modeling and dynamic analysis of bolted joined cylindrical shell. Nonlinear Dyn. 93: p. 1953-1975.
[9] Li C, Q.R., Miao X (2021) Investigation on the vibration and interface state of a thin-walled cylindrical shell with bolted joints considering its bilinear stiffness. Appl. Acoust. 172: p. 107580.
[10] Bukarinov, G.N. (1974) Oscillations of two bodies joined by a circular cylindrical shell. Studies on Elasticity and Plasticity (Issledovaniya po Uprugosti i Plastichnosti), Leningrad, Leningrad University. 2: p. 74–80 (In Russian)
[11] Smirnov, M.M. (1964) Oscillation of a System of masses connected to a cylindrical shell. Investigations of Elasticity and Plasticity. (Issle-dovaniia po Uprugosti i Plastichnosti), Izdatel’- stvo Leningradskogo Universiteta, p. 114-123. (In Russian)
[12] Darevskii, V.M., and Sharinov, I.L. (1966) Free oscillations of a cylindrical shell with concentrated mass, Transactions of 6th All-Union Conference on the Theory of Shells and Plates, Baku, Azerbaidzhan. p. 350–354. (In Russian)
[13] Kana, D.D. and W.C. Hu. (1968) Transmission characteristics of conical and cylindrical shells under lateral excitation. J. Acoust. Soc. Am. 44(6): p. 1647-1657.
[14] Palamarchuk, V. (1978) Dynamical instability of a system consisting of a ribbed cylindrical shell and an absolutely rigid body. Sov. Appl. Mech. 14(5): p. 479-484.
[15] Ganiev, R. and P. Kovalchuk (1980) Dynamics of solid and elastic bodies/Resonance phenomena during nonlinear oscillations. Moscow, Izdatel'stvo Mashinostroenie. (In Russian)
[16] Kozlov S.V. (1980) On parametric instability domain of orthotropic cylindrical shells with attached masses. Dop ANUSSR; A:45–8. (In Russian)
[17] Pellicano, F. (2011) Dynamic instability of a circular cylindrical shell carrying a top mass under base excitation: Experiments and theory. Int J Solids Struct. 48(3-4): p. 408-427.
[18] Pellicano, F. and K. Avramov (2007) Linear and nonlinear dynamics of a circular cylindrical shell connected to a rigid disk. Commun Nonlinear Sci Numer Simul. 12(4): p. 496-518.
[19] Pellicano, F. (2007) Vibrations of circular cylindrical shells: theory and experiments. JSV,. 303(1-2): p. 154-170.
[20] Yadav A, A., M , Panda, S , Dey , T , Kumar , R. (2020) Nonlinear vibrations of circular cylindrical shells with thermal effects: an experimental study. Nonlinear Dyn. 99: p. 373-391.
[21] Trotsenko, Y.V. (2006) Frequencies and modes of vibration of a cylindrical shell with attached rigid body. JSV. 292(3-5): p. 535-551.
[22] Trotsenko, V. and Y.V. Trotsenko (2004) Methods for calculation of free vibrations of a cylindrical shell with attached rigid body. Nonlinear Oscillations, 2004. 7(2): p. 262-284.
[23] Trotsenko, Y.V. (2001) On equilibrium equations of cylindrical shell with attached rigid body. Нелінійні коливання.
[24] Mallon, N., R. Fey, and H. Nijmeijer (2010) Dynamic stability of a base-excited thin orthotropic cylindrical shell with top mass: simulations and experiments. JSV. 329(15): p. 3149-3170.
[25] Mallon, N., R. Fey, and H. Nijmeijer (2008) Dynamic stability of a thin cylindrical shell with top mass subjected to harmonic base-acceleration. Int J Solids Struct. 45(6): p. 1587-1613.
[26] Yadav A, A.M., Panda S, Dey T , Kumar R. (2022) A semi-analytical approach for instability analysis of composite cylindrical shells subjected to harmonic axial loading. Compos. Struct. 296: p. 115882.
[27] Yadav A, A.M., Panda S, Dey T. (2023) Instability analysis of fluid-filled angle-ply laminated circular cylindrical shells subjected to harmonic axial loading. Eur J Mech A Solids. 97: p. 104810.
[28] Mahmoudkhani, S. (2019) Aerothermoelastic analysis of imperfect FG cylindrical shells in supersonic flow. Compos. Struct. 225: p. 111160.
[29] Mohammadi, F. (2012) Nonlinear vibration analysis and optimal damping design of sandwich cylindrical shells with viscoelastic and ER-fluid treatments. 2012, Concordia University.
[30] Wang, C., J.N. Reddy, and K. Lee (2000) Shear deformable beams and plates: Relationships with classical solutions: Elsevier.
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