[1]吴巧云,李雨熹,罗和弦,等.基于振动功率流的周期连续梁损伤识别[J].地震工程与工程振动,2022,42(02):078-88.[doi:10.13197/j.eeed.2022.0209]
 WU Qiaoyun,LI Yuxi,LUO Hexian,et al.Damage identification of periodic continuous beams based on vibration power flow[J].EARTHQUAKE ENGINEERING AND ENGINEERING DYNAMICS,2022,42(02):078-88.[doi:10.13197/j.eeed.2022.0209]
点击复制

基于振动功率流的周期连续梁损伤识别
分享到:

《地震工程与工程振动》[ISSN:/CN:]

卷:
42
期数:
2022年02期
页码:
078-88
栏目:
论文
出版日期:
2022-04-30

文章信息/Info

Title:
Damage identification of periodic continuous beams based on vibration power flow
作者:
吴巧云123 李雨熹3 罗和弦3 荆国强4 丁兰5
1. 中国地震局工程力学研究所 地震工程与工程振动重点实验室, 黑龙江 哈尔滨 150080;
2. 地震灾害防治应急管理部重点实验室, 黑龙江 哈尔滨 150080;
3. 武汉工程大学 土木工程与建筑学院, 湖北 武汉 430073;
4. 中国中铁大桥局集团有限公司, 湖北 武汉 430050;
5. 中国地质大学(武汉)工程学院, 湖北 武汉 430074
Author(s):
WU Qiaoyun123 LI Yuxi3 LUO Hexian3 JING Guoqiang4 DING Lan5
1. Key Laboratory of Earthquake Engineering and Engineering Vibration, Institute of Engineering Mechanics, China Earthquake Administration, Harbin 150080, China;
2. Key Laboratory of Earthquake Disaster Mitigation, Ministry of Emergency Management, Harbin 150080, China;
3. School of Civil Engineering and Architecture, Wuhan Institute of Technology, Wuhan 430073, China;
4. China Railway Major Bridge Engineering Group Co., LTD., Wuhan 430050;
5. Faculty of Engineering, China University of Geosciences, Wuhan 430074, China
关键词:
振动功率流周期连续梁损伤识别周期结构理论传递矩阵
Keywords:
vibration power flowperiodic continuous beamsdamage identificationperiodic theorytransfer-matrix
分类号:
TU318
DOI:
10.13197/j.eeed.2022.0209
摘要:
为了识别无限长周期梁中的损伤,文中提出了一种基于振动功率流的裂纹识别方法。以无限长周期连续Euler梁为研究对象,假设损伤为裂纹形式,采用柔度弹簧对裂纹进行描述,结合周期结构理论和传递矩阵方法,分别推导了健康与损伤连续梁的传播功率流和输入功率流,得到了不同激励位置下的健康周期连续梁的输入功率流曲线及在跨中激励时不同损伤位置和损伤程度下的损伤梁输入功率流曲线。进而通过分析归一化振动输入功率流与损伤位置和损伤程度的关系,证实了利用振动功率流方法进行周期连续梁损伤识别的可行性。
Abstract:
In order to identify damage in infinitely period beams,a crack identification method is proposed based on the vibration power flow. A damaged continuous infinite period Euler beam is studied,and the damage is assumed to be in the form of a crack,which is described as a flexible spring. Combining the periodic structure theory and the transfer matrix method,the input and propagated power flow formulations in health and damage beams are derived respectively. The input power flow of the healthy period continuous beam under different excitation positions,as well as the input power flow of the damaged beam of different damage positions and damage degrees under mid-span excitation are investigated in detail. Through the relationship between the normalized input power flow and the damage position and degree,the power flow method provides viable means for identifying the periodic continuous beam.

参考文献/References:

[1] MEAD D J. Wave propagation and natural modes in periodic systems:I. Mono-coupled systems[J]. Journal of Sound and Vibration,1975,40(1):1-18.
[2] MEAD D J. Free wave propagation in periodically supported infinite beams[J]. Journal of Sound & Vibration,1970,11(2):181-197.
[3] BAZ A. Active control of periodic structures[J]. Journal of Vibration and Acoustics,2000,123(4):472-479.
[4] HECKL M A. Coupled waves on a periodically supported Timoshenko beam[J]. Journal of Sound & Vibration,2002,252(5):849-882.
[5] YEH J Y,CHEN L W. Wave propagations of a periodic sandwich beam by FEM and the transfer matrix method[J]. Composite Structures,2006, 73(1):53-60.
[6] LEE S,VLAHOPOULOS N,WAAS A M. Analysis of wave propagation in a thin composite cylinder with periodic axial and ring stiffeners using periodic structure theory[J]. Journal of Sound & Vibration,2010,329(16):3304-3318.
[7] DING L,ZHU H P,WU L. Analysis of mechanical properties of laminated rubber bearings based on transfer matrix method[J]. Composite Structures,2017,159:390-396.
[8] YIN T,LAM H F. Dynamic analysis of finite-length circular cylindrical shells with a circumferential surface crack[J]. Journal of Engineering Mechanics,2013,139(10):1419-1434.
[9] EBRAHIMIAN H,ASTROZA R,CONTE J P,et al. Nonlinear finite element model updating for damage identification of civil structures using batch Bayesian estimation[J]. Mechanical Systems and Signal Processing,2017,84:194-222.
[10] HE S,NG C T. A probabilistic approach for quantitative identification of multiple delaminations in laminated composite beams using guided waves[J]. Engineering Structures,2016,127:602-614.
[11] NG C T. Bayesian model updating approach for experimental identification of damage in beams using guided waves[J]. Structural Health Monitoring,2014,13(4):359-373.
[12] YIN T,LAM H F,CHOW H M. A Bayesian probabilistic approach for crack characterization in plate structures[J]. ComputerAided Civil and Infrastructure Engineering,2010,25(5):375-386.
[13] PARK H S,OH B K. Real-time structural health monitoring of a supertall building under construction based on visual modal identification strategy[J]. Automation in Construction,2018,85:273-289.
[14] LI Z,PARK H S,ADELI H. New method for modal identification of super highrise building structures using discretized synchrosqueezed wavelet and Hilbert transforms[J]. The Structural Design of Tall and Special Buildings,2017,26(3):e1312.
[15] ZHOU J,LI Z,CHEN J. Damage identification method based on continuous wavelet transform and mode shapes for composite laminates with cutouts[J]. Composite Structures,2018,191:12-23.
[16] JANELIUKSTIS R,RUCEVSKIS S,WESOLOWSKI M,et al. Multiple damage identification in beam structure based on wavelet transform[J]. Procedia Engineering,2017,172:426-432.
[17] PLAKIAS S,BOUTALIS Y S. Lyapunov theory-based fusion neural networks for the identification of dynamic nonlinear systems[J]. International Journal of Neural Systems,2019,29(9):1950015.
[18] QARIB H,ADELI H. A new adaptive algorithm for automated feature extraction in exponentially damped signals for health monitoring of smart structures[J]. Smart Materials and Structures,2015,24(12):125040.
[19] YIN T,ZHU H P,FU S J. Damage identification of periodically-supported structures following the Bayesian probabilistic approach[J]. International Journal of Structural Stability and Dynamics,2019,19(1):1940011.
[20] YIN T,WANG X Y,ZHU H P. A probabilistic approach for the detection of bolt loosening in periodically supported structures endowed with bolted flange joints[J]. Mechanical Systems and Signal Processing,2019,128:588-616.
[21] KANG L,YING Z G. Damage identification analysis of bridge beam with spaced supports as quasi-periodic structure[C]//Symposium on Piezoelectricity,Acoustic Waves,and Device Applications,Chengdu,China,2017.
[22] ROY K. Structural damage identification using mode shape slope and curvature[J]. Journal of Engineering Mechanics,2017,143(9):04017110.
[23] 闫维明,王卓,何浩祥,等. 基于小波包分解和模糊聚类的网格结构损伤诊断方法[J]. 地震工程与工程振动,2006,26(2):56-61. YAN Weiming,WANG Zhuo,HE Haoxiang,et al. Damage diagnosis of spacial grid structures based on wave let packet decom posing and fuzzy clustering[J]. Earthquake Engineering and Engineering Dynamics,2006,26(2):56-61.(in Chinese)
[24] APALOWO R,CHRONOPOULOS D. A wave-based numerical scheme for damage detection and identification in two-dimensional composite structures[J]. Composite Structures,2019,214:164-182.
[25] 梁栋,张聪正,刘菁,等. 基于高斯曲率模态相关系数的梁桥支座损伤识别研究[J]. 地震工程与工程振动,2020,40(2):25-34. LIANG Dong,ZHANG Congzheng,LIU Jing,et al. Research on damage identification of beam bridge bearing based on gaussian curvature modal correlation coefficient[J]. Earthquake Engineering and Engineering Dynamics,2020,40(2):25-34.(in Chinese)
[26] DING L,ZHU H P,WU L. Effects of axial load and structural damping on wave propagation in periodic Timoshenko beams on elastic foundations under moving loads[J]. Physics Letters A,2016,380(31/32):2335-2341.
[27] ZHANG Z,LI T,TANG Y. Traveling wave analytical solutions of vibration band gaps of composite periodic beams[J]. Journal of Vibration and Control,2019,25(2):460-472.
[28] ZHAO Y,LIANG H,ZHANG Y,et al. Symplectic approach on the wave propagation problem for periodic structures with uncertainty[J]. Acta Mechanica Solida Sinica,2019,32(3):287-297.
[29] HUH Y C,CHUNG T Y,MOON S J,et al. Damage detection in beams using vibratory power estimated from the measured accelerations[J]. Journal of Sound and Vibration,2011,330(15):3645-3665.
[30] GOYDER H,WHITE R. Vibrational power flow from machines into built-up structures,part I:introduction and approximate analyses of beam and plate-like foundations[J]. Journal of Sound and Vibration,1980,68(1):59-75.
[31] HUH Y C,CHUNG T Y,LEE J W,et al. Damage identification in plates using vibratory power estimated from measured accelerations[J]. Journal of Sound and Vibration,2015,336:106-131.
[32] VARGHESE C K,SHANKAR K. Crack identification using combined power flow and acceleration matching technique[J]. Inverse Problems in Science and Engineering,2012,20(8):1239-1257.
[33] VARGHESE C K,SHANKAR K. Damage identification using combined transient power flow balance and acceleration matching technique[J]. Structural Control & Health Monitoring,2014,21(2):135-155.
[34] LI T Y,ZHANG W H,LIU T G. Vibrational power flow analysis of damaged beam structures[J]. Journal of Sound and Vibration,2001,242(1):59-68.
[35] DIMAROGONAS A D,PAIPETIS S A,CHONDROS T G. Analytical Methods in Rotor Dynamics[M]. Springer Dordrecht:Springer Science & Business Media,2013.
[36] MWAD D,WHITE R,ZHANG X. Power transmission in a periodically supported infinite beam excited at a single point[J]. Journal of Sound and Vibration,1994,169(4):558-561.

备注/Memo

备注/Memo:
收稿日期:2021-3-5;改回日期:2021-7-8。
基金项目:中国地震局工程力学研究所地震工程与工程振动重点实验室(2019D01);国家自然科学基金项目(52078395、51908521);桥梁结构健康与安全国家重点实验室开放课题(BHSKL19-07-GF)
作者简介:吴巧云(1985-),女,教授,博士,主要从事工程结构抗震、振动控制与健康监测研究.E-mail:wuqiaoyun@wit.edu.cn
更新日期/Last Update: 1900-01-01