Fu W N,Ho S L．Enhanced nonlinear algorithm for the transient analysis of magnetic field and electric circuit coupled problems[J]．IEEE Transactions on Magnetics,2009,45(2)：701-706．
[2]
刘晓明,韩颖,王尔智,等．基于多物理场耦合的高压SF 6 断路器混沌电弧模型[J]．电工技术学报,2013,28(1)：165-172． Liu Xiaoming,Han Ying,Wang Erzhi,et al．Chaos of arc model for SF 6 circuit breaker based on coupled multiple-physical field simulation[J]．Transactions of China Electrotechnical Society,2013,28(1)：165-172(in Chinese)．
[3]
Zhang Guogang,Chen Wei,Ke Chunjun,et al．Simulation and optimization of dynamic characteristics of intelligent ac contactor[J]．International Journal of Applied Electromagnetics and Mechanics,2010,33(1-2),225-233．
[4]
房淑华,林鹤云,蔡彬,等．永磁接触器磁场有限元分析及控制单元设计[J]．中国电机工程学报,2006,26(22)：162-166． Fang Shuhua,Lin Heyun,Cai Bin,et al．Finite element magnetic field analysis and control unit design of permanent magnet contactor[J]．Proceedings of the CSEE,2006,26(22)：162-166(in Chinese)．
[5]
舒亮,吴桂初,朱翔鸥,等．基于偏微分弱解式方程的三维电磁力计算及其在接触器中的应用研究[J]．中国电机工程学报,2013,33(6)：176-182． Shu Liang,Wu Guichu,Zhu Xiangou,et al．3D magnetic force calculation based on PDE weak form equations and applications in contactors[J]．Proceedings of the CSEE,2013,33(6)：176-182(in Chinese)．
[6]
纽春萍,陈德桂,李兴文,等．交流接触器触头弹跳的仿真及影响因素[J]．电工技术学报,2007,22(10)：85-90,108． Niu Chunping,Chen Degui,Li Xingwen,et al．Simulation of contact bounce of ac contactor and study of its influence factors[J]．Transactions of China Electrotechnical Society,2007,22(10)：85-90,108(in Chinese)．
[7]
Rong Mingzhe,Lou Jianyong,Liu Yingyi,et al．Static and dynamic analysis for contactor with a new type of permanent magnet actuator[J]．IEICE Transactions on Electronics,2006,E89-C(8)：1210-1216．
[8]
刘颖异,陈德桂,纽春萍,等．带电压反馈的智能接触器动态特性及触头弹跳的仿真与研究[J]．中国电机工程学报,2007,27(30)：20-25． Liu Yingyi,Chen degui,Niu Chunping,et al．Analysis and simulation of dynamic behavior and contact bounce for an intelligent contactor with feedback mechanism[J]．Proceedings of the CSEE,2007,27(30)：20-25(in Chinese)．
[9]
Fang Shuhua,Lin Heyun,Ho S L．Magnetic field analysis and dynamic characteristic prediction of ac permanent- magnet contactor[J]．IEEE Transactions on Magnetics,2009,45(7)：2990-2995．
[10]
许志红,张培铭,戴小梅．智能交流接触器电磁机构动态分析[J]．福州大学学报：自然科学版,2005,33(4)：468-476． Xu Zhihong,Zhang Peiming,Dai Xiaomei．Dynamic analysis of electromagnetic system of intelligent ac contactor[J]．Journal of Fuzhou University：Natural Sciences Edition,2005,33(4)：468-476(in Chinese)．
[11]
Ruiz J R,Espinosa A G．A novel parametric model for ac contactors[J]．IEEE Transactions on Magnetics,2008,44(9)：2215-2218．
[12]
Ruiz J R,Espinosa A G,Romeral L．A computer model for teaching the dynamic behavior of ac contactors[J]．IEEE Transactions on Education,2010,53(2)：248-256．
[13]
Wang Xianbing,Lin Heyun,Ho S L,et al．Analysis of dynamic characteristics of permanent magnet contactor with sensorless displacement profile control[J]．IEEE Transactions on Magnetics,2010,46(6)：1633-1636．
[14]
Riba J R,Garcia A,Cusido J,et al．Dynamic model for ac and dc contactors：simulation and experimental validation[J]．Simulation Modelling Practice and Theory,2011,19(9)：1918-1932．
[15]
舒亮．基于各向异性的Galfenol复合悬臂梁非线性建模方法及控制研究[D]．武汉：武汉理工大学,2011． Shu Liang．The nonlinear modeling of Galfenol composite beam based on anisotropy and the research of control[D]．Wuhan：Wuhan University of Technology,2011(in Chinese)．
[16]
Arkadan A R A,Vander H,Mary J J,et al．The coupled problem in electromagnetic ac contactors[J]．IEEE Transactions on Magnetics,1997,33(2)：1630-1633．
[17]
朱翔鸥,舒亮,吴桂初,等．基于各向异性的Galfenol复合悬臂梁三维非线性耦合模型[J]．机械工程学报,2012,48(9)：95-102． Zhu Xiangou,Shu Liang,Wu Guichu,et al．Three-dimensional nonlinear coupled model of Galfenol-driven composite cantilever beam based on anisotropy[J]．Journal of Mechanical Engineering,2012,48(9)：95-102(in Chinese)．
[18]
Machado M,Moreira P,Flores P,et al．Compliant contact force models in multibody dynamics：Evolution of the Hertz contact theory[J]．Mechanism and Machine Theory,2012,53：99-11．
[19]
Gollee R,Gerlach G．An fem-based method for analysis of the dynamic behavior of ac contactors[J]．IEEE Transactions on Magnetics,2000,36(4)：1337-1340．
