移动荷载列过桥共振状态分析
[Abstract]:When the train passes through the bridge at different speeds, the loading frequency changes. When the loading frequency is the same as the natural vibration frequency of the bridge, it will cause strong vibration and resonance phenomenon. With the rapid development of China's railway industry and the continuous improvement of train speed, the bridge resonance problem has attracted more attention than ever before. In this paper, the analytical solution of bridge vibration response is derived by using the vertical vibration analysis model of simply supported beam under single moving force, equal distance moving load and train load. The problem of bridge and vehicle resonance is discussed, and the factors influencing the vertical resonance of vehicle-bridge system are further analyzed. The main research work and conclusions are as follows: 1. The analytical solution of the dynamic displacement and acceleration response of a moving load train bridge with damping is derived. Two kinds of resonance responses of simply supported beam under moving load series and the critical speed of train caused by bridge resonance are analyzed. Based on MATLAB, a dynamic simulation program for bridge crossing with moving load is developed. The vertical vibration response of bridge under resonance is analyzed, and the amplification mechanism of vehicle-bridge resonance is discussed. Based on the research of typical high-speed railway vehicles and bridges, the factors affecting vertical resonance of vehicle-bridge system are analyzed. The results show that: (1) when the train spans the bridge, the vehicle is fixed. When the calculated critical speed of bogie with fixed wheelbase is load spacing, there is no resonance phenomenon, but the resonance reaction occurs at the critical speed calculated when the vehicle length is the load spacing. It is proved that the train length is the main factor affecting the bridge resonance, (2) the damping of the bridge can effectively reduce the resonance response of the train-bridge system, and (3) the arrangement of a small number of beams with different spans is verified in the long distance equal-span bridges. The scheme has little effect on the vehicle resonance. (4) the stiffness of the bridge directly affects the natural vibration frequency of the bridge. With the increase of bridge stiffness, the vibration response of bridge is gradually reduced, and the critical velocity of bridge resonance is gradually increased. Therefore, increasing the stiffness of the bridge within a reasonable economic range can avoid the occurrence of the main resonant critical speed in the normal operating speed and reduce the vertical vibration response of the bridge.
【学位授予单位】:北京交通大学
【学位级别】:硕士
【学位授予年份】:2017
【分类号】:U441.3;U211.3
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