基于响应面的大型输电塔结构有限元模型动力修正

程霄翔;费庆国;何顶顶;韩晓林

振动与冲击 ›› 2011, Vol. 30 ›› Issue (5) : 116-122.

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PDF(2300 KB)
振动与冲击 ›› 2011, Vol. 30 ›› Issue (5) : 116-122.
论文

基于响应面的大型输电塔结构有限元模型动力修正

  • 程霄翔 ; 费庆国 ; 何顶顶 ; 韩晓林
作者信息 +

Dynamic Updating of a Large Transmission Tower’s Finite Element Model Based on Response Surface Methodology

  • CHENG Xiao-xiang;FEI Qing-guo; HE Ding-ding;HAN Xiao-lin
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摘要


摘 要:针对基于灵敏度分析的有限元模型动力修正方法计算效率较低、迭代收敛慢的不足,将响应面法引入500KV大跨越输电塔基准模型修正。选择塔脚弹性支承刚度为修正参数,依次进行单因素试验、样本值计算、响应面建立与分析、参数优化。修正后,有限元模型非常准确地复现了单塔横、纵两个方向的一阶弯曲动态特性,修正效果与基于灵敏度分析的模型修正方法接近,证明响应面法在有限元模型动力修正领域的应用价值。文章还探讨了塔架结构修正参数的选取问题,为相关研究提供参考。


Abstract

Abstract: To conquor the deficiency of poor computational efficiency and slow convergence of traditional sensitivity analysis-based finite element model updating methodology which is widely applied, response surface methodology has been introduced into a 500KV large transmission tower's dynamic FE model updating. Based on study group’s former findings, elastic stiffness of the tower's three directional foot bearings is selected as updating parameter. Key steps in updating process, including one factor test, sample on FE platform, building and analyzing response surface, parameter optimization, are presented in succession, response surface-based dynamic FE model updating being completed. The updated tower model accurately recurred the structure’s primary and secondary natural frequencies, and its effect approximates that of sensitivity analysis-based methodology, proving its application value. Based on the towered work, analysis of parameter selection is also presented for reference.

关键词

键关词:模型修正 / 响应面法 / 大型输电塔 / 参数选取 / 动态特性

Key words

Model updating / Response surface methodology / Large transmission tower / Parameter selecting / Dynamic Characteristics

引用本文

导出引用
程霄翔;费庆国;何顶顶;韩晓林. 基于响应面的大型输电塔结构有限元模型动力修正[J]. 振动与冲击, 2011, 30(5): 116-122
CHENG Xiao-xiang;FEI Qing-guo;HE Ding-ding;HAN Xiao-lin. Dynamic Updating of a Large Transmission Tower’s Finite Element Model Based on Response Surface Methodology[J]. Journal of Vibration and Shock, 2011, 30(5): 116-122

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