地震作用下鋼管混凝土格構(gòu)式高墩—桁式梁輕型橋粱行車安全性分析
[Abstract]:Concrete-filled steel tubular latticed high piers-truss beam light bridge is a new type of composite bridge. As the first bridge of this type in China, the proportion of live load and dead load of Qianhaizi Bridge is larger than that of ordinary bridge. At the same time, the bridge pier is long, the structure is novel and the structure is complex, which makes the seismic performance of the bridge different from that of the ordinary composite structure. Because the bridge is located in the transition zone from strong earthquake to weak earthquake, the earthquake intensity is large. Under the action of strong earthquake, the bridge may cause excessive displacement and vibration of the main beam and affect the safety of the driving vehicle. Therefore, the dynamic response of vehicle-bridge of Qianhaizi Bridge under earthquake is analyzed in this paper, and the driving safety of high-pier bridge under earthquake is discussed. The main work and conclusions are as follows: (1) based on the coupled motion equation of vehicle-bridge interaction considering road roughness and considering the effect of seismic load, the coupling calculation method of vehicle-bridge interaction under earthquake action is established. The coupling calculation method of vehicle-bridge interaction under earthquake action is added to the developed program NL_Beam3D. The coupling calculation of vehicle-bridge system interaction under seismic action is realized. (2) the results are compared with those of real bridge load test and seismic simulation shaking table scale model test. The results show that the vibration modes obtained by finite element analysis are consistent with those obtained by two tests. The in-plane, out-of-plane fundamental frequencies obtained by finite element analysis are close to those obtained by experiments, and the error is less than 5%. Under the action of moving vehicle, the finite element calculation results of the dynamic deflection of the chord under the 20th span main girder are close to the measured values of the real bridge load test, and the shape of the displacement time history curve obtained by the finite element calculation of the bridge under the E1 earthquake is consistent with that of the shaking table test. The measured displacement amplitude and the theoretical displacement amplitude approximately satisfy the similarity ratio of 1 / 82, thus confirming the correctness of the calculation method and the program developed in this paper. (3) the E1 earthquake is input in the most disadvantageous direction. The bridge is mainly based on the first several transversal symmetrical vibration modes. Using the vehicle roll index to evaluate the driving safety, it can be seen that the maximum lateral acceleration of the bridge is less than the threshold value of the vehicle overturning index, so the vehicles travelling on the bridge under E1 earthquake will not roll; The corresponding maximum displacement of the piers is compared with the limit of H / 300 specified in the guidelines for the Design and Construction of concrete filled Steel Tube Bridges, except for the 8# piers. The rest of the piers can meet the requirements. (4) the traffic safety of Qianhaizi Bridge is analyzed by increasing the earthquake intensity step by step. The results show that, first, when the peak ground acceleration PGA is 0.17g (E1 ground motion) and 0.26g (1.53E1 earthquake), the lateral displacement of the piers exceeds the limit of H / 300, but the heavy truck does not roll. Heavy goods vehicles may be capsized first, The PGA of the two combinations are 0.23g (1.35 times E1) and 0.32g (1.88% E1) respectively. The ratio of transverse displacement to height of pier is 1 / 178 and 1 / 198, respectively, which is greater than the limit stipulated in the guidelines for the Design and Construction of concrete filled Steel Tube Bridges. The value of 1 / 300 indicates that the guide limits the pier top displacement more strictly.
【學(xué)位授予單位】:福州大學(xué)
【學(xué)位級(jí)別】:碩士
【學(xué)位授予年份】:2014
【分類號(hào)】:TU398.9
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