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[1]刘海涛,魏天元,王友渔,等.电磁式柔性直线驱动器概念设计与参数优化 [J].天津大学学报(自然科学与工程技术版),2019,52(02):166-172.[doi:10.11784/tdxbz201805025]
 Liu Haitao,Wei Tianyuan,Wang Youyu,et al.Conceptual Design and Parametric Optimization of Electromagnetic Compliant Linear Actuator [J].Journal of Tianjin University(Science and Technology),2019,52(02):166-172.[doi:10.11784/tdxbz201805025]
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电磁式柔性直线驱动器概念设计与参数优化

参考文献/References:

[1] Heinzmann J,Zelinsky A. Quantitative safety guarantees for physical human-robot interaction[J]. International Journal of Robotics Research,2003,22(7/8):
479-504.
[2] Ham R V,Sugar T G,Vanderborght B,et al. Compliant actuator designs[J]. IEEE Robotics & Automation Magazine,2009,16(3):81-94.
[3] 魏敦文,葛文杰,高 涛. 仿生灵感下的弹性驱动器的研究综述[J]. 机器人,2017,39(4):541-550. Wei Dunwen,Ge Wenjie,Gao Tao. Review of elastic
actuator research from bionic inspiration[J]. Robot,2017,39(4):541-550(in Chinese).
[4] Vanderborght B,Albu-Schaeffer A,Bicchi A,et al. Variable impedance actuators:A review[J]. Robotics & Autonomous Systems,2013,61(12):1601-1614.
[5] Wolf S,Hirzinger G. A new variable stiffness design:Matching requirements of the next robot generation[C]//IEEE International Conference on Robotics and Automation. Pasadena,CA,USA,2008:1741-1746.
[6] Schiavi R,Grioli G,Sen S,et al. VSA-II:A novel prototype of variable stiffness actuator for safe and performing robots interacting with humans[C]// IEEE International Conference on Robotics and Automation. Pasadena,CA,USA,2008:2171-2176.
[7] Jafari A,Tsagarakis N,Caldwell D. Energy efficient actua-tors with adjustable stiffness : A review on AwAS,AwAS-II and CompACT VSA changing stiffness based on lever mechanism[J]. Industrial Robot,2015,42(3):242-251.
[8] Kim B S,Song J B. Design and control of a variable stiffness actuator based on adjustable moment arm[J]. IEEE Transactions on Robotics,2012,28(5):1145-1151.
[9] Jafari A,Tsagarakis N G,Vanderborght B,et al. A novel actuator with adjustable stiffness(AwAS)[C]//IEEE/RSJ International Conference on Intelligent Robots and Systems. Taipei,China,2010:4201-4206.
[10] Visser L C,Carloni R,Unal R,et al. Modeling and design of energy efficient variable stiffness actuators[C]// IEEE International Conference on Robotics and
Automation. USA,2010:3273-3278.
[11] Jafari A,Tsagarakis N G,Sardellitti I,et al. A new actuator with adjustable stiffness based on a variable ratio lever mechanism[J]. IEEE/ASME Transactions on Mechatronics,2013,19(1):55-63.
[12] Groothuis S S,Rusticelli G,Zucchelli A,et al. The variable stiffness actuator vsaUT-II : Mechanical design,modeling,and identification[J]. IEEE/ASME
Transactions on Mechatronics,2014,19(2):589-597.
[13] Hollander K W,Sugar T G,Herring D E. Adjustable robotic tendon using a ’Jack Spring’?[C]// International Conference on Rehabilitation Robotics. Chicago ,USA,2005:113-118.
[14] Choi J,Hong S,Lee W,et al. A robot joint with variable stiffness using leaf springs[J]. IEEE Transactions on Robotics,2011,27(2):229-238.
[15] Tao Y,Wang T,Wang Y,et al. A new variable stiffness robot joint[J]. Industrial Robot,2015,42(4):371-378.
[16] 邬义杰,刘楚辉. 超磁致伸缩驱动器设计方法的研究[J]. 浙江大学学报:工学版,2004,38(6):747-750. Wu Yijie,Liu Chuhui. Study on design approach of giant magnetostrictive actuator[J]. Journal of Zhejiang University:Engineering Science,2004,38(6):747-750(in Chinese).
[17] 赵宏伟,孙立宁,张 涛,等. 压电陶瓷驱动器在机器人柔性臂应用中的研究[J]. 压电与声光,2000,22(3):173-176.Zhao Hongwei,Sun Lining,Zhang Tao,et al. The research of flexible manipulator driven by piezoelectric actuators[J]. Piezoelectrics & Acoustooptics,2000,22(3):173-176(in Chinese).
[18] 徐小兵,邓荆江. 形状记忆合金驱动器的研究现状及展望[J]. 机械研究与应用,2013(6):187-190.Xu Xiaobing,Deng Jingjiang. Recent progress and prospection of actuator based on shape memory alloys[J]. Mechanical Research & Application ,2013(6):187-190(in Chinese).
[19] Delfino F,Manella A,Molfino P,et al. Numerical calculation of total force upon permanent magnets using equivalent source methods[J]. Compel International Journal of Computations & Mathematics in Electrical,2001,20(2):431-447.
[20] Pelloni S,Ligabue A,Lazzeretti P. Ring-current models from the differential Biot-Savart law[J]. Organic Letters,2004,6(24):4451-4454.

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备注/Memo

通信作者:刘海涛,liuht@tju.edu.cn.

更新日期/Last Update: 2019-01-22