[1] Yang Y-B, Yau JD, Yao Z, Wu YS. Vehicle-bridge interaction dynamics: with applications to high-speed railways: World Scientific, 2004.
[2] Gerdemeli I, Esen I, Özer D. Dynamic response of an overhead crane beam due to a moving mass using moving finite element approximation. Trans Tech Publ. p. 99-102.
[3] Shiau TN, Huang KH, Wang FC, Hsu WC. Dynamic response of a rotating multi-span shaft with general boundary conditions subjected to a moving load. Journal of sound and vibration. 2009;323:1045-60.
[4] Nelson HD, Conover RA. Dynamic stability of a beam carrying moving masses. 1971.
[5] Aldraihem OJ, Baz A. Dynamic stability of stepped beams under moving loads. Journal of sound and vibration. 2002;250:835-48.
[6] Mackertich S. Dynamic stability of a beam excited by a sequence of moving mass particles (L). The Journal of the Acoustical Society of America. 2004;115:1416-9.
[7] Visweswara Rao G. Linear dynamics of an elastic beam under moving loads. J Vib Acoust. 2000;122:281-9.
[8] Sun Z. Moving-inertial-loads-induced dynamic instability for slender beams considering parametric resonances. Journal of Vibration and Acoustics. 2016;138:011014.
[9] Ghomeshi Bozorg M, Keshmiri M. Stability Analysis of a Beam Under the Effect of Moving Masses Using Homotopy Perturbation Method. Computational Methods in Engineering. 2015;34:79-95.
[10] Nikkhoo A, Rofooei FR. Parametric study of the dynamic response of thin rectangular plates traversed by a moving mass. Acta Mechanica. 2012;223:15-27.
[11] Rofooei FR, Enshaeian A, Nikkhoo A. Dynamic response of geometrically nonlinear, elastic rectangular plates under a moving mass loading by inclusion of all inertial components. Journal of sound and vibration. 2017;394:497-514.
[12] Amiri JV, Nikkhoo A, Davoodi MR, Hassanabadi ME. Vibration analysis of a Mindlin elastic plate under a moving mass excitation by eigenfunction expansion method. Thin-Walled Structures. 2013;62:53-64.
[13] Esen I. A new finite element for transverse vibration of rectangular thin plates under a moving mass. Finite Elements in Analysis and Design. 2013;66:26-35.
[14] Ghazvini T, Nikkhoo A, Allahyari H, Zalpuli M. Dynamic response analysis of a thin rectangular plate of varying thickness to a traveling inertial load. Journal of the Brazilian Society of Mechanical Sciences and Engineering. 2016;38:403-11.
[15] Hassanabadi ME, Attari KA, Nikkhoo A, Mariani S. Resonance of a rectangular plate influenced by sequential moving masses. Coupled Systems Mechanics. 2016;5:87-100.
[16] Rofooei FR, Nikkhoo A. Application of active piezoelectric patches in controlling the dynamic response of a thin rectangular plate under a moving mass. International Journal of Solids and structures. 2009;46:2429-43.
[17] Nikkhoo A, Hassanabadi ME, Azam SE, Amiri JV. Vibration of a thin rectangular plate subjected to series of moving inertial loads. Mechanics Research Communications. 2014;55:105-13.
[18] Torkan E, Pirmoradian M, Hashemian M. Stability analysis of transverse vibrations of rectangular plates under periodic passage of moving masses. Journal of Mechanical Engineering and Vibration. 2017;8:18-26.
[19] Torkan E, Pirmoradian M, Hashemian M. Instability inspection of parametric vibrating rectangular Mindlin plates lying on Winkler foundations under periodic loading of moving masses. Acta Mechanica Sinica. 2019;35:242-63.
[20] Pirmoradian M, Karimpour H. Nonlinear effects on parametric resonance of a beam subjected to periodic mass transition. Modares Mechanical Engineering. 2017;17:284-92.
[21] Chakraverty S. Vibration of plates: CRC press, 2008.
[22] d'Angelo H. Linear time-varying systems: analysis and synthesis: Allyn and Bacon, 1970.
