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Dynamic Response of Vehicle-Bridge Coupled Oscillation Subjected to Velocity-varied Moving Loads

机译:速度变化的移动载荷作用下车桥耦合振动的动力响应

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A mathematical model of vehicle-bridge coupled oscillations for a simple-supported bridge beam subjected to speed-varied moving loads was established according to TFDVM and model superposition method.This model can consider the pitching and vertical movements of a vehicle.By contrast to a vehicle-bridge oscillation coupled model based on one-freedom-degree Mass-Spring-Mass vehicle model (OFDMSMVD), the mathematical model of vehicle-bridge coupled vibrations based on TFDVM can more accurately reflect the dynamic behaviors of vehicle-bridge coupled vibrations.The maximum middle-span deflections of bridges under speed-varied cases are not linearly proportional to the entrance speeds of moving loads, and they happen at a number of entrance speed points of moving loads.The influence of acceleration and deceleration of moving loads on the dynamic deflections of bridges is dependent on the entrance speeds of moving loads.
机译:根据TFDVM和模型叠加法,建立了变速驱动载荷作用下简支桥梁车桥耦合振动的数学模型,该模型可以考虑车辆的俯仰和垂直运动。基于一自由度质量-弹簧-质量车辆模型(OFDMSMVD)的车桥振动耦合模型,基于TFDVM的车桥耦合振动数学模型可以更准确地反映车桥耦合振动的动力学行为。变速情况下桥梁的最大中跨挠度与运动荷载的入口速度不成线性比例关系,它们发生在运动荷载的多个入口速度点上。桥梁的动态挠度取决于移动荷载的入口速度。

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