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基于零阶和一阶优化算法的建筑结构抗震优化设计
引用本文:刘齐茂,燕柳斌. 基于零阶和一阶优化算法的建筑结构抗震优化设计[J]. 华南地震, 2008, 28(4): 27-34
作者姓名:刘齐茂  燕柳斌
作者单位:广西工学院土木建筑系,广西,柳州,545006;广西大学土木建筑学院,广西,南宁,530004;广西大学土木建筑学院,广西,南宁,530004
基金项目:广西自然科学基金 , 广西工学院青年科学资金  
摘    要:针对第三水准“大震不倒”的抗震设防目标,提出一种建筑结构的抗震优化设计方法,依据“用相同的投资获最好的设计”的设计理念,建立了在强烈地震波的作用下,以建筑结构最大的层间相对位移最小化作为优化目标,同时满足体积约束的优化数学模型,并采用动力有限元分析模型和高效的显式动力分析方法进行结构分析获得最大的层间相对位移,采用零阶和一阶优化算法分别求解优化数学模型,在显式动力分析软件ANSYS/LS—DYNA的基础上进行二次开发,实现了一个三维框架结构的抗震优化设计。数值结果表明该方法能获得较高质量的解,经优化设计后建筑结构的抗震性能得到了很大的改善。

关 键 词:抗震设计  零阶优化算法  一阶优化算法  动力响应优化

Seismic Optimal Design for Building Structures Based on Zero and First Order Optimization Algorithms
LIU Qimao,YAN Liubin. Seismic Optimal Design for Building Structures Based on Zero and First Order Optimization Algorithms[J]. South China Journal of Seismology, 2008, 28(4): 27-34
Authors:LIU Qimao  YAN Liubin
Affiliation:LIU Qimao, YAN Liubin (1. Department of Civil Engineering, Guangxi University of Technology, Liuzhou 545006, China; 2. College of Civil and Architecture Engineering, Guangxi University, Nanning 530004, China)
Abstract:In this paper, an optimal design method for building structures under severe earthquake loadings is proposed by aiming at the third level seismic fortification target " not collapse under severe earthquake". According to the design concept of "get the best design with the same cost", the optimization mathematical model was established. The optimal objective is to minimize the maximal inter-story drift of building structures under severe earthquake loadings, and at the same time to satisfy constraints on structural volumes and member sizes. The optimization mathematical model was solved using the zero and first order optimization algorithms. Finally the seismic optimal design of a space frame was demonstrated by using the second exploitation program based on the explicit dynamic analysis software ANSYS/LS-DYNA. The results show that the design method can obtain high quality seismic design results, and the antiseismic capability of the building structure is improved evidently. Therefore this optimal design method can be used in practical engineering.
Keywords:Seismic design   Zero order optimization algorithm   First order optimization algorithm   Dynamic response optimization
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