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非平稳地震激励下高耸电视塔结构非线性响应的统计线性化分析

Stochastic Linearization Analysis of Nonlinear Responses forTall TV Tower Structure under Non-Stationary Seismic Excitation
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摘要 采用统计线性化的分析方法,研究了高耸电视塔结构在非平稳地震激励下考虑几何非线性效应时等效参数阵的计算方法,给出了等效参数阵的有限单元计算表达式,研究了相应的非零均值非平稳时变系统的计算算法,并对洛阳电视塔结构进行了计算研究。 Tall TV towers have been built in P. R. China from time to time recently. Since, to our best knowledge, there does not exist any paper in the open literature on the rather complex problem indicated by the title of our paper, we have to investigate it ourselves. We employ FEM (finite element method) to establish eqs. (1) through (16) as the geometric nonlinear dynamic equations of tall TV tower structure under non-stationary seismic excitation . Among these sixteen equations, eqs. (10) through (14) are the most important. Using the stochastic linearization technique, we discuss the equivalent parameter calculation methods for eqs. (1) through (16) and obtain the finite element expressions in eqs. (11) and (14). Section 4 discusses the TV tower built in 1994 in Luoyang, Henan province, P. R. China as a numerical example. Figs. 2 through 4 show the calculated results, which indicate preliminarily that the rather complex problem solved in this paper must be faced if excessive responses of upper part of TV tower need be guarded against.
出处 《西北工业大学学报》 EI CAS CSCD 北大核心 2002年第2期232-236,共5页 Journal of Northwestern Polytechnical University
关键词 高耸电视塔结构 非线性响应 统计线性化 非平稳地震激励 几何非线性动力方程 非零均值非平衡时变系统 non-stationary seismic excitation, geometric nonlinear dynamic equation, equivalent parametercalculation
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