積分方程式による移動荷重を受けるはりの応答の一計算法

抄録

A new method is developed to calculate the dynamic response of a finite Bernoulli-Euler beam supporting a moving body. The equations of motion of a beam and a moving body are transformed into a system of Volterra integral equations of the second kind. The functions to be found are boundary values of beam, displacement of moving body and reaction force acting on beam. The system of integral equations is solved numerically by using the product integration method.