Unlimited Beam Response on Elastic Sub-Grade to a Rolling Body
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The traveling wave response of an unlimited beam on an elastic sub-grade to a moving body with a spatial distribution of mass was investigated in this study. The two cases of neglecting the axial and friction force; and including a constant axial force but neglecting the friction force were studied. The pertinent differential equations of motion were derived and solutions were obtained using the traveling wave phenomenon. The deflection curves and deflections under the load, as well as dynamic coefficients and the effects of neglecting various acceleration components on the deflection curves were found. The effects of the critical velocity of the beam on the aforesaid cases and parameters were also explored in this study.
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Volterra E., Zachmanoglu E.C., Dynamics of Vibrations, Merrill, 1965.
Meirovitch L., Analytical Methods in Vibrations, MacMillan, 1967.
Steel C. R., The Finite Beam with a Moving Load, Jour. of Appl. Mech., 34, Transaction ASME, 89 Series E, 111-18 (1967).
Kenney J. T. Jr., Steady - State Vibration of a Beam on Elastic Foundation for Moving Load, Journal of Applied Mechanics, 21, Trans. ASME, 76, 359-64 (1954).
Nelson H. D., Conover R. A., Dynamic Stability of a Beam Carrying Moving Masses, Journal of Applied. Mech., 1003-06 (1971).
Smith C. E., Motions of a Stretched String Carrying a Moving Mass Particle, Joural of Applied Mechanics, 31, Trans. ASME, 86, -Series E, 29-37 (1964).
Panovko Y. G., Gubanova I. I., Stability and Oscillations of Elastic Systems, Consul¬tants Bureau, 1965.
Wills. R., Report of the Commissioners Appointed to Inquire into Application of Iron to Railway Structures, Appendix B, W. Clowes and Sons, London, 1849.
Stokes G. G., Mathematical and Physical Papers, Vol. II, Cambridge University Press, 1883, pp.178-220.
Fryba L., Vibrations of Solids and Structures under Moving Loads, Noordhoff International, 1972.
Timoshenko S. P., On the Transverse Vibrations of Bars of Uniform Cross Section, Philosophical Magazine, 43, 1922.
Nayyeri Amiri S., Onyango M., Simply Supported Beam Response on Elastic Foundation Carrying Repeated Rolling Concentrated Loads, Journal of Engineering Science and Technology, Vol. 5, No. 1 (2010) 52 – 66.
H. P. Lee, On the dynamic behaviour of a beam with an accelerating mass, Archive of Applied Mechanics, October 1995, p.64-571.
Seong-Min Kim, Vibration and stability of axial loaded beams on elastic foundation under moving harmonic loads, Engineering Structures, January 2004, pp. 95-105.
Thambiratnam D, Zhuge Y, Dynamic Analysis of Beams on an Elastic Foundation Subjected to Moving Loads, Journal of Sound and Vibration (1996), pp 149-169.
Oni S. T., Awodola T. O., Dynamic response under a moving load of an elastically supported non-prismatic Bernoulli-Euler beam on variable elastic foundation, Latin American Journal of Solids and structures, 7(2010) pp. 3 – 20.
G. Muscolino, A. Palmeri, Response of beams resting on viscoelastically damped foundation to moving oscillators, International Journal of Solids and Structures, 44(5):1317–1336, 2007.
Changyong Cao, Yang Zhong, Aimin Sun, Dynamic Response of Rigid Airport Pavements under a Moving Aircraft Load with Variable Velocities, International Conference on Transportation Engineering 2007 pp. 192-197.
Kien N., Dynamic Response of Prestressed Timoshenko Beams Resting on Two-Parameter Foundation to Moving Harmonic Load Technische Mechanik, Band 28, Heft 3-4, (2008), pp. 237 – 258.
Nayyeri Amiri Shahin, Esmaeily Asad, Response of Resilient-End Supported Beam on Elastic Sub-Grade to a Moving Point Load, International Review of Civil Engineering (IRECE), Vol. 1 n°3, pp. 193-200.
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