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DYNAMIC RESPONSE OF BEAMS WITH A FLEXIBLE SUPPORT UNDER A MOVING LOAD

机译:在移动负载下具有柔性支撑的梁的动态响应

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This paper deals with the linear dynamic responses of beams with a flexible support under a moving load with a constant speed. The entire system is modeled as a two-span beam and each span of the continuous beams is assumed to obey the Euler-Bernoulli beam theory. Considering the compatibility requirements on the flexible constraint, the relationships between two segments can be obtained. By using a transfer matrix method, the characteristic equation of the system can then be determined. The forced responses of the system under a moving load can then be obtained through modal expansion theory. Some numerical results are also presented.
机译:本文涉及梁在移动负载下具有柔性支撑的线性动力响应,恒定速度。整个系统被建模为双跨度光束,并且假设连续光束的每个跨度遵守Euler-Bernoulli光束理论。考虑到对灵活约束的兼容性要求,可以获得两个段之间的关系。通过使用传递矩阵方法,然后可以确定系统的特性方程。然后可以通过模态扩展理论获得系统下的系统的强制响应。还提出了一些数值结果。

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