[1] Peeken, H., Troeder, Ch., Elastische Kupplungen, Ausführungen, Eigenschaften, Berechnungen, Springer-Verlag, 1986.
[2] Khalilov, I.A., Studies of the dynamic properties of geometrically closed mechanical clutches, Mechanical Engineering, 2, 2009, 25-31.
[3] Khalilov, I.A., Influence of the gap in clutches on the dynamic properties of drives, Russian Engineering Research, 30, 2010, 206-212.
[4] Khalilov, I.A., Temperature variation of elastic elements in clutches on damping, Russian Engineering Research, 32, 2012, 322-325.
[5] Khalilov, I.A., The importance of considering the temperature factors while choosing the elastic couplings, IFAC International Federation of Automatic Control, 18th IFAC Conference on International Stability, Technology and Culture 13-15 September 2018, Baku, Azerbaijan, 816-820, 2018.
[6] Jin, G., Ren, W., Zhu, R., Influence of torsional stiffness on load sharing coefficient of a power split drive system, MATEC Web of Conferences, 211, 2008, 17002.
[7] Liu, Q., Tang, C., Liu, X., Dynamic analysis and experimental study of confluence planetary row under transient torque shock, 9th International Symposium on Test Automat, & Instrument (ISTAI 2022), Online Conference, Beijing, China, 213-219, 2022.
[8] Zha, L., Lin, Y., Li, Z., Huang, C., Optimal starting control of zerosynchronous shock AMT based on torque compensation, Science Progress, 103(4), 2020, 36850420968675.
[9] Chen, Y., Zhu, R., Jin, G., Xiong, Y., Influence of shaft torsional stiffness on dynamic response of four-stage main transmission system, Mathematical Problems in Engineering, 2018, 2018, 6141035.
[10] Costas, A.M., Athanasios, N.S., Dynamic and vibration analysis of a multimotor dc drive system with elastic shafts driving a tissue paper machine, IEEE Transactions on Industrial Electronics, 54(4), 2007, 2033-2046.
[11] Krot P., Transient torsional vibrations control in the geared drive trains of the hot rolling mills, IEEE Conference on Control Technology and Applications (CCTA), St. Petersburg, Russia, 1368-1373, 2009.
[12] Meeus, H., Verrelst, B., Moens, D., Guillaume, P., Lefeber, D., Experimental study of the shaft penetration factor on the torsional dynamic response of a drive train, Machines, 6, 2018, 31.
[13] Morimura, H., A Study of vehicle acceleration shock: analysis of driveability model and transient excitation torque rise, Transactions of the Japan Society of Mechanical Engineers, 69, 2003, 3228-3235.
[14] Kim, H.S., torque transmission characteristics of the press fit joint between the aluminum shaft and steel ring with small teeth, Mechanics Based Design of Structures and Machines, 39 (1), 2011, 100-117.
[15] Sondkar, P., Kahraman, A., A dynamic model of a double-helical planetary gear set, Mechanizm and Machine Theory, 70, 2013, 157–174.
[16] Guan, X.L., Tang, J.Y., Hu, Z.H., Wang, Q.S., Kong, X.N., A new dynamic model of light-weight spur gear transmission system considering the elasticity of the shaft and gear body, Mechanism and Machine Theory, 170, 2021, 104689.
[17] Rao, D.K., Swain, A., Roy, T., Dynamic responses of bidirectional functionally graded rotor shaft, Mechanics Based Design of Structures and Machines, 50(1), 2022, 302-330.
[18] Lin, F., Peng, J.S., Xu, S.F., Yang, J., An indirect method to determine nonlinearly elastic shear stress-strain constitutive relationships for nonlinear torsional vibration of nonlinearly elastic shafts, Multidiscipline Modeling in Materials and Structures, 18(4), 2022, 582-605.
[19] Yang, X., Lei, Y.G., Liu, H., Yang, B., Li, X., Li, N., Rigid-flexible coupled modeling of compound multistage gear system considering flexibility of shaft and gear elastic deformation, Mechanical Systems and Signal Processing, 200, 2023, 11063.
[20] Bavi, R., Mohammad-Sedighi, H., Hajnayeb, A., Shishesaz, M., Parametric resonance and bifurcation analysis of thin-walled asymmetric gyroscopic composite shafts: An asymptotic study, Thin-Walled Structures, 184, 2023, 110508.
[21] Bavi, R., Hajnayeb, A., Sedighi, H.M., Shishesaz, M., Simultaneous resonance and stability analysis of unbalanced asymmetric thin-walled composite shafts, International Journal of Mechanical Sciences, 217, 2022, 107047.
[22] Sofiyev, A.H., Schnack, E., The stability of functionally graded cylindrical shells under linearly increasing dynamic torsional loading, Engineering Structures, 26, 2004, 1321-1331.
[23] Sofiyev, A.H., Kadioglu, F., Khalilov, I.A., Sedighi, H.M., Vergul, T., Yenialp, R., On the torsıonal bucklıng moment of cylındrıcal shells consıstıng of functıonally graded materials resting on the Pasternak-type soıl, SOCAR Proceedings, 1, 2022, 16-22.
[24] Ramezannejad Azarboni, H., Heidari, H., Nonlinear primary frequency response analysis of self- sustaining nanobeam considering surface elasticity, Journal of Applied and Computational Mechanics, 8(4), 2022, 1196-207.
[25] Zhang, J.G., Song, Q.R., Zhang, J.Q., Wang, F., Application of he’s frequency formula to nonlinear oscillators with generalized initial conditions, Facta Universitatis, Series: Mechanical Engineering, 21(4), 2023, 701-12.
[26] Avey, M., Sofiyev, A.H., Fantuzzi, N., Kuruoglu, N., Primary resonance of double-curved nanocomposite systems using improved nonlinear theory and multi-scales method: modeling and analytical solution, International Journal of Nonlinear Mechanics, 137, 2021, 103816.
[27] Sofiyev, A.H., Avey, M., Kuruoglu, N., An approach to the solution of nonlinear forced vibration problem of structural systems reinforced with advanced materials in the presence of viscous damping, Mechanical Systems and Signal Processing, 161, 2021, 107991.
[28] Ipek, C., Vibration analysis of shear deformable cylindrical shells made of heterogeneous anisotropic material with clamped edges, Journal of Applied and Computational Mechanics, 9(3), 2023, 861-869.