A train moving on the ground can be modified as moving forces acting on abeam with elastic foundation. This paper is concerned with the vibration responses of an infinite, fluid-loaded, elastic foundation of Bernoulli-Euler beam under the convected forces. The formulation of equation is developed by taking account of the whole structure in a wavenumber domain through the Fourier transform and distinguishes itself from the space-harmonic analysis. The effects of convected loading speed, elastic foundation stiffness, fluid loading and a point or line force excitation by high frequency on a Bernoulli-Euler beam are discussed. Furthermore, the behaviors of a periodically spring-supported beam how to approximate the beam on the elastic foundation are also illustrated.