1.Faculty of Maritime and Transportation,Ningbo University,Ningbo,Zhejiang,315211
2.State Key Laboratory of Robotics and System,Harbin Institute of Technology,Harbin,150001
Online:2018-06-25
Published:2018-06-26
Supported by:
National Natural Science Foundation of China (No. 51675286)
DONG Zhizhen1;FENG Zhimin1;WU Guangbin2;LIU Xiaofeng1. Polynomial Dynamics Modeling Method of MRDs Based on PSO Algorithm[J]. China Mechanical Engineering.
[1]VULCU C,DUBIN- D,POPA N,et al.Hybrid Seismic Protection System:Buckling Restrained Brace of Nano-Micro Composite Magneto Rheological Damper[J].Ce/papers,2017,1(2/3):2936-2945.
[2]胡红生,肖平,江明,等.基于鱼群算法的永磁体-电磁阀式磁流变阻尼器半主动悬架系统[J].中国机械工程,2017,28(21):2526-2533.
HU Hongsheng,XIAO Ping,JIANG Ming,et al.Experimentally Reducing Vibration and Noise of Gear System Using Magneto-rheological Damper [J].China Mechanical Engineering,2017,28(21):2526-2533.
[3]WANG Zhihao,CHEN Zhengqing,GAO Hui,et al.Development of a Self-powered Magnetorheological Damper System for Cable Vibration Control [J].Applied Sciences,2018,8 (1):118.
[4]JIANG Z,CHRISTENSON R E.A Fully Dynamic Magneto-rheological Fluid Damper Model [J].Smart Materials & Structures,2012,21 (6):65002-65013.
[5]SPENCER B F Jr,DYKE S J,SAIN M K,et al.Phenomenological Model for a Magnetorheological Damper [J].Journal of Engineering Mechanics,1997,123 (3):230-238.
[6]KWOK N M,HA Q P,NGUYEN T H,et al.A Novel Hysteretic Model for Magnetorheological Fluid Dampers and Parameter Identification Using Particle Swarm Optimization [J].Sensors and Actuators A,2006,132:441-451.
[7]CHANG C,ROSCHK P E.Neural Network Modeling of a Magnetorheological Damper [J].Journal of Intelligent Material Systems & Structures,1998,9(9):351-358.
[8]GAVIN H P,HANSON R D,FILISKO F E.Electrorhelogical Dampers,Part 2:Testing and Modeling [J].Applied-Mechanics,1996,63(3):676-682.
[9]CHOI S B,LEE S K,PARK Y P.A Hysteresis Model for the Field-dependent Damping Force of a Magnetorheological Damper [J].Journal of Sound and Vibration,2001,245(2):375-383.
[10]周铁明,陈恩伟,陆益民,等.磁流变液阻尼器的改进多项式模型及验证[J].振动与冲击,2014,33(7):221-226.
ZHOU Tieming,CHEN Enwei,LU Yimin,et al.Modified Polynomial Model and Its Verification for a MR Damper [J].Journal of Vibration and Shock,2014,33(7):221-226.
[11]孔祥东,李斌,权凌霄,等.磁流变液阻尼器Bingham-多项式力学模型研究[J].机械工程学报,2017,53(14):179-186.
KONG Xiangdong,LI Bin,QUAN Lingxiao,et al.Study on Dynamic Bingham-polynomial Model of a MRF Damper [J].Journal of Mechanical Engineering,2017,53(14):179-186.
[12]KENNEDY J,EBERHART R.Particle Swarm Optimization [C]//Proceedings of IEEE International Conference on Neural Networks.Perth,1995:1942-1948.
[13]李庆扬,王能超,易大义.数值分析[M].5版.北京:清华大学出版社,2008:23-25.
LI Qingyang,WANG Nengchao,YI Dayi.Numerical Analysis[M].5th ed.Beijing:Tsinghua University Press,2008:23-25.
[14]李宏伟,冷志鹏,徐慧.一种新型磁流变阻尼器:中国,CN201110378234.6 [P].[2012-04-25].
LI Hongwei,LENG Zhipeng,XU Hui.A Novel Magnetorheological Damper:China,CN201110378234.6 [P].[2012-04-25].
[15]冯志敏,张兴军,张刚,等.斜拉索-阻尼器系统建模与减振控制研究[J].农业机械学报,2013,44(增1):282-287.
FENG Zhimin,ZHANG Xingjun,ZHANG Gang,et al.System Modeling and Vibration Reduction Control for Stayed Cable-Magnetorheological Dam-per[J].Transactions of the Chinese Society for Agricultural Machinery,2013,44 (s1):282-287.
WANG Ronglin1;LU Baochun1;HOU Runmin1;GAO Qiang1;ZHANG Wei2;ZHU Yun3;DAI Lian3.
FOPID Improved ADRC in AC Servo Systems
[J]. China Mechanical Engineering, 2019, 30(16): 1989-1995.