单人三向连续步行荷载相关性及建模研究

赵丁苏1,陈隽1,2

振动与冲击 ›› 2019, Vol. 38 ›› Issue (11) : 166-172.

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PDF(1695 KB)
振动与冲击 ›› 2019, Vol. 38 ›› Issue (11) : 166-172.
论文

单人三向连续步行荷载相关性及建模研究

  • 赵丁苏1,陈隽1,2
作者信息 +

Tests for correlation and modeling of individual 3-D continuous walking load

  • ZHAO Dingsu1, CHEN Jun1,2
Author information +
文章历史 +

摘要

大跨度轻柔结构在步行荷载作用下容易出现振动舒适度问题,研究步行荷载的特性并建立合理的荷载模型是准确预测人致结构振动的前提。本文首先收集了刚性表面上单人三向连续步行荷载的实测时程数据,相关分析表明步行荷载三向分量之间的相关性较弱。据此,在周期性假定的基础上分别建立了步行荷载三个方向上的傅里叶级数模型,由实测数据统计分析获得了模型参数与步行频率、步行速度间的函数关系。与各单向上的已有荷载模型的对比表明,不同模型间表现出一定的差异,本文建议模型可供工程结构人致振动分析参考使用。

Abstract

A large-span flexible structure is easy to have the vibration serviceability problem under pedestrian walking load. Studying characteristics of walking load and establishing a reasonable load model are prerequisites for accurate prediction of human-induced structural vibration. Here, firstly, the measured time histories of individual 3-D continuous walking load on rigid surfaces were collected. Correlation analysis showed that the correlation among three components of human walking load is weaker. Accordingly, Fourier series models for three components were built, respectively based on the assumption of periodicity. The function relations among model parameters, walking frequency and walking speed were derived using the statistical analysis of measured data. Compared with existing load models in a single direction, the results showed that there are certain differences among different models; the proposed load models provide a reference for human-induced vibration analysis of engineering structures.

关键词

振动舒适度 / 三向连续步行荷载 / 步行荷载特性 / 傅里叶级数荷载模型

Key words

vibration serviceability; 3-D walking load / characteristics of walking load / Fourier series load model

引用本文

导出引用
赵丁苏1,陈隽1,2. 单人三向连续步行荷载相关性及建模研究[J]. 振动与冲击, 2019, 38(11): 166-172
ZHAO Dingsu1, CHEN Jun1,2. Tests for correlation and modeling of individual 3-D continuous walking load[J]. Journal of Vibration and Shock, 2019, 38(11): 166-172

参考文献

[1] 陈政清, 华旭刚. 人行桥的振动与动力设计 [M].北京:人民交通出版社, 2009.
CHEN Zheng-qing, HUA Xu-gang. The vibration and dynamic design of footbridge [M]. Beijing: China Communications Press, 2009.
[2] BLANCHARD J, DAVIES B L, SMITH J W. Design criteria and analysis for dynamic loading of footbridges [C]. Symposium on Dynamic Behaviour of Bridges at the Transport and Road Research Laboratory, Crowthorne, Berkshire, England, May 19, 1977.
[3] BACHMANN H, AMMANN W. Vibrations in structures induced by man and machines [M]. Zürich, Switzerland: International Association of Bridge and Structural Engineering, 1987.
[4] YOUNG P. Improved floor vibration prediction methodologies [C]. Arup Vibration Seminar, 2001.
[5] BLANCO C M, BOUILLARD P, BODARWE E, et al. Structural Dynamic design of a footbridge under pedestrian loading [C]. 9th SAMTECH Users Conference, 2005.
[6] RICCIARDELLI F, PIZZIMENTI A D. Lateral walking-induced forces on footbridges [J]. Journal of Bridge Engineering. 2007, 12(6): 677–688.
[7] INGOLFSSON E T, GEORGAKIS C T, RICCIARDELLI F, JONSSON J. Experimental identification of pedestrian-induced lateral forces on footbridges [J]. Journal of Sound & Vibration. 2011, 330(6): 1265–1284.
[8] 陈隽. 人致荷载与人致结构振动 [M]. 北京:科学出版社, 2016.
CHEN Jun. Human-induced load and human-induced structural vibration [M]. Beijing: Science Press, 2016.
[9] 陈隽. 人致荷载研究综述 [J]. 振动与冲击, 2017, 36(23):1-9.
CHEN Jun. A review of human-induced loads study [J]. Journal of vibration and shock, 2017, 36(23):1-9.
[10] DINGWELL J B, CUSUMANO J P, CAVANAGH P R, et al. Local dynamic stability versus kinematic variability of continuous overground and treadmill walking [J]. Journal of Biomechanical Engineering. 2001, 123(1): 27.
[11] 贾俊平. 统计学(第四版)[M].北京:中国人民大学出版社,2009.
JIA Jun-ping. Statistics (Fourth Edition) [M]. Beijing: China Renmin University Press, 2009.
[12] JONES C A, REYNOLDS P, PAVIC A. Vibration serviceability of stadia structures subjected to dynamic crowd loads: a literature review [J]. Journal of Sound & Vibration. 2011, 330(8): 1531-1566.
[13] RAINER J H, PERNICA G, ALLEN D E. Dynamic loading and response of footbridges [J]. Canadian Journal of Civil Engineering. 1988, 15(1): 66-71.
[14] PARKHOUSE J G, EWINS D J. Crowd-induced rhythmic loading [J]. Structures & Buildings. 2006, 159(5): 247-259.
[15] Bruno L, Venuti F. The pedestrian speed-density relation: modelling and application [J]. Proceedings of Footbridge, 2008.
[16] ELLIS B R, JI T. Floor vibration induced by dance-type loads: Theory [J]. Structural Engineer. 1994, 72(3/1): 37-44.
[17] British Standards Institution. Steel, concrete and composite bridges. Part 2: Specification for loads, Appendix C: Vibration Serviceability Requirements for Foot and Cycle Track Bridges [S]. London, 1978.
[18] MURRAY T M, ALLEN D E, UNGAR E E. Floor vibrations due to human activity [S]. Steel Design Guide 11. American Institute of Steel Construction, 1997.
[19] KERR S C. Human induced loading on staircases [D]. University of London, 1998.
[20] RFS2-CT-2007-00033. Hivoss (Human induced vibration of steel structure): design of footbridges guidelines EN03(2007) [S]. Germany: Research Found for Coal & Steel, 2008.
[21] 陈隽, 王浩祺, 彭怡欣. 行走激励的傅里叶级数模型及其参数的实验研究 [J]. 振动与冲击, 2014, 33(08): 11-15+28.
CHEN Jun, WANG Hao-qi, PENG Yi-xin. Experimental investigation on Fourier series model and parameters of walking loads [J].Journal of Vibration and Shock, 2014, 33(08):11-15+28.

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