摘要
首先介绍目前地下结构抗震分析方法存在的主要问题,在借鉴地上结构静力弹塑性分析方法思想的基础上,提出一种适用于地铁等地下结构抗震分析与设计使用的静力弹塑性方法。详细介绍该方法的实施步骤与特点,给出水平等效惯性加速度的求解方法。该方法概念清晰、操作简单,能够在不需要计算相互作用系数的情况下较好地模拟土-结构之间的动力相互作用;能够进行结构在地震作用下的全过程分析,给出地下结构在输入地震波作用下的峰值变形与内力,避免对土-结构整体模型进行复杂的动力相互作用分析。结合实际工程与基于黏弹性静-动力统一人工边界的静-动力联合分析方法进行对比研究,验证地下结构静力弹塑性分析方法的可靠性及良好的模拟精度,可以应用于地下结构的抗震分析与设计中。
Main problems of the methods currently used for seismic discussed. Then based on the static elasto-plastic methods for seismic seismic response analysis and design of underground structures is special features of the method are introduced in some details. Also equivalent horizontal inertial acceleration which can The method presented is clear concept and easy for response analysis of underground structures are analysis of superstructures, a similar method for proposed. The implementation procedure and included in the paper is a solution method of analysze the soil-structure interactions under dynamic loading. application. In fact, dynamic soil-structure interactions can be simulated well by the method without calculating the interaction coefficient. In addition, the method is capable of performing a whole range analysis of the super-structure, then provide the data input in terms of peak response and internal forces needed for the subsequent analysis of an underground structure under seismic loading. By doing so, one can avoid the complicated analysis of dynamic soil-structure interactions. Taking an actual subway station project as an example, the validity and good simulative accuracy of the method are verified by comparing with the staticdynamic coupling analysis method based on a unified viscous-spring boundary. The analysis results have shown that the method is suitable for seismic response analysis and design of underground structures.
出处
《土木工程学报》
EI
CSCD
北大核心
2007年第7期68-76,共9页
China Civil Engineering Journal
基金
国家自然科学基金(50478014)
北京市自然科学基金重点项目(8061003)
国家973项目(2002CB412706)
关键词
地下结构
地震反应
土-结构相互作用
拟静力分析
静力弹塑性分析
静-动力联合分析
underground structure
seismic response
soil-structure interaction
quasi-static analysis
static elastoplastic analysis
static-dynamic coupling analysis