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| Summary: In this study, dynamic analysis of an infinite elastic beam on elastic foundation under moving load is investigated analytically. The complex Fourier transform and the residue integral theorem are used in the solution. Dynamic behavior of the beam under moving load is investigated for various parameters such as speed, spring constant and damping. In the first chapter, studies related to behavior of beams on elastic foundations under moving loads are presented.In the second part, the equations for moment, displacement and shear force of the beam are obtained. In the third chapter, depending on the position of the load on the beam, displacements, moments and shear forces are obtained.In the fourth chapter, the conclusions of the study are presented and some recommendations are given. Key Words: Moving Load, Analytical Solution, Residue Theorem, Fourier Transform, Infinite Beam, Elastic Foundation.
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