简谐荷载作用下组合梁动滑移响应分析

侯忠明1,2,夏 禾2,张彦玲3,王元清1

振动与冲击 ›› 2016, Vol. 35 ›› Issue (2) : 18-23.

PDF(1732 KB)
PDF(1732 KB)
振动与冲击 ›› 2016, Vol. 35 ›› Issue (2) : 18-23.
论文

简谐荷载作用下组合梁动滑移响应分析

  • 侯忠明1,2,夏  禾2,张彦玲3,王元清1
作者信息 +

An analytical dynamic slip solution to steel-concrete composite beams under harmonic load

  • HOU Zhong-ming1,2,XIA He2,ZHANG Yan-ling3,WANG Yuan-qing1
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文章历史 +

摘要

由于组合梁在外力作用下钢梁与混凝土板之间会发生相对滑移,进行结构受力计算时须考虑滑移所致影响,基于组合梁基本动力理论,获得集中简谐荷载作用下组合梁挠度响应表达式,据挠度、滑移微分方程获得动滑移响应表达式。经一系列数学变换使动滑移响应表达式的静态分量部分满足级数求和条件。对比分析理论与实测结果表明,二者吻合良好。可将静滑移结果视为动滑移的特殊形式,简谐荷载分量对组合梁有效滑移影响较小,对连接件受力性能影响较大。

Abstract

Relative slip will occur at the interface of the steel girder and concrete slab when the composite beams subjected to external loads, which should be taken into account in the structural analyses. Based on the fundamental dynamic theory, the analytical deflection solution to the simply-supported composite beams under concentrated harmonic load is derived, and according to the differential relationships between the deflection and slip, the dynamic slip response is obtained, where the static component of the dynamic slip expression functions finally meets the series summation conditions after mathematical transformations. The theoretical results are compared with the experimental ones, showing a good agreement. The analysis results show that the static results can be essentially counted as a special case of dynamic response, and the harmonic component has a relatively small effect on the effective slip, but a great influence on the mechanical performance of the shear connectors.

关键词

钢-混组合梁 / 滑移响应 / 解析方法 / 动力理论 / 滑移共振 / 试验研究

Key words

steel-concrete composite beam / slip response / analytical solution / dynamic theory / slip resonance / experimental study

引用本文

导出引用
侯忠明1,2,夏 禾2,张彦玲3,王元清1. 简谐荷载作用下组合梁动滑移响应分析[J]. 振动与冲击, 2016, 35(2): 18-23
HOU Zhong-ming1,2,XIA He2,ZHANG Yan-ling3,WANG Yuan-qing1. An analytical dynamic slip solution to steel-concrete composite beams under harmonic load[J]. Journal of Vibration and Shock, 2016, 35(2): 18-23

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