考虑局部场地效应的深水多跨连续梁桥纵桥向地震响应分析
Longitudinal seismic response analysis of multi⁃span continuous girder bridges considering local site effects
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摘要: 桥梁结构抗震设计时应考虑桥墩处局部场地条件对其地震响应的影响。多点激励反应谱法是进行空间地震动作用下桥 梁结构抗震性能分析的常用方法。对于深水桥梁结构,现有的多点激励反应谱法未考虑水体的作用。本文基于辐射波浪理 论,在桥梁结构振动方程中引入动水压力,建立考虑流固耦合作用的多点激励反应谱法,并验证其正确性。以某深水5跨连续 梁桥为例,通过改变桥墩所处场地类型、抗震设防烈度、设计地震分组等参数,研究了不同场地条件下桥梁的纵向地震响应,揭 示了局部场地效应对多跨连续梁桥纵向地震响应的影响规律。结果表明,随着桥墩3场地逐渐变软,其墩顶相对位移最多减 小93.0%,场地类型对墩顶相对位移的影响大于对主梁轴力和墩底弯矩的影响;随着抗震设防烈度的增大,桥墩墩顶相对位 移、主梁轴力和墩底弯矩增大7倍;随着震中距的增大,桥墩墩顶相对位移最多增大41.0%,主梁轴力增大18.0%左右,墩底弯 矩增大30.0%左右。Abstract: In the seismic design of bridge structures, the influence of local site conditions at piers on the seismic response should be considered. The multi?support response spectrum method is a common method for seismic performance analysis of bridge struc? tures under spatial ground motion. For deep?water bridge, the existing method cannot include the water?structure interaction. Based on the radiation wave theory, this paper proposed a multi?support response spectrum considering the water?structure interac? tion by introducing the term of hydrodynamic pressure into the vibration equation of the bridge. The correctness of the method was verified. Taking a typical five?span continuous girder bridge as an example, the seismic response of the bridge under different site conditions is studied by changing the site type of the pier, seismic intensity, and design seismic group. The influence law of local site effect on the seismic response of the multi?span continuous girder bridge is revealed. The results show that with the softening of site of pier 3, the relative displacement at top of pier 3 decreases by up to 93.0% at most. The influence of site type on pier displace? ment is greater than that of the axial force of girder and the bending moment at bottom of pier. With the increase of seismic intensi? ty, the relative displacement at top of pier, axial force of girder and bending moment at bottom of pier increase by 7 times. With the increase of epicenter distance, the relative displacement at top of pier increases by 41.0%, the axial force of girder increases approx? imately by 18.0%, and the bending moment at bottom of pier increases approximately by 30.0%.