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Frequency Response Calculation of Multi-span Simply Supported Bridge

机译:多跨度支持桥梁的频率响应计算

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Since the railway bridge has many spans and long distance, it is complicated and time-consuming to model and analyze the random earthquake response of the structure with the finite element software. The dynamic frequency response equation of longitudinal vibration of simply supported girder bridge is established with the unit impulse as the input excitation, based on the motion equation of the MDF system and he transfer matrix principle. Finally, Taking seven cross-simply supported girder bridge as an example, the frequency response of the vertical displacement and axial force are computed with the Rayleigh damping. The result of the vertical displacement and axial force shows that: the mid-span displacement of spans in the middle of the bridge is slightly larger than that of the side spans while the difference between each value is small, but the mid-span axial force of spans in the ends of the bridge is significantly larger than that of the middle spans. And the corresponding Fourier amplitude spectrums under pulse loads are given. With this method, it is convenient to program and calculate the dynamic frequency response of the simply supported girder bridge by mathematical software, and it is available to provide a reference for the random seismic design of the structure.
机译:由于铁路桥具有许多跨度和长距离,因此模型和分析了具有有限元软件的结构的随机地震响应。基于MDF系统的运动方程,用单位脉冲建立了简单地支撑梁桥的纵向振动的动态频率响应方程,与MDF系统的运动方程,他传递矩阵原理。最后,采用七个横跨支撑的梁桥作为示例,用瑞利阻尼计算垂直位移和轴向力的频率响应。垂直位移和轴向力的结果表明:桥梁中间跨度的中间跨度位移略大于侧跨度,而每个值之间的差异很小,但中间跨度轴向力桥架末端的跨度明显大于中间跨度的跨度。给出了脉冲负载下的相应傅里叶幅度谱。利用这种方法,方便地通过数学软件计算简单支持的梁桥的动态频率响应,可用于为结构的随机地震设计提供参考。

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