[1] 于靖军,刘凯,孔宪文. 多模式机构研究进展[J]. 机械工程学报,2020,56(19):14-27. YU Jingjun,LIU Kai,KONG Xianwen. Research progress of multimodal mechanism[J]. Journal of Mechanical Engineering,2020,56(19):14-27. [2] WOHLHART K. Advances in robot kinematics[M] Dordrecht:Kluwer Academic. 1996. [3] GALLEYYI C,FANGHELLA P. Single-loop lcinematotropic mechanisms[J]. Mechanism and Machine Theory,2001,36(6):743-761. [4] KONG X. Reconfiguration analysis of a 3-DOF parallel mechanism using Euler parameter quaternions and algebraic geometry method[J]. Mechanism and Machine Theory,2014,74:188-201. [5] GOGU G. Maximally regular T2R1-type parallel manipulators with bifurcated spatial motion[J]. Journal of Mechanisms Robotics,2011,3(1):011010. [6] GOGU G. T2R1-type parallel manipulators with bifurcated planar-spatial motion[J]. European Journal of Mechanics A/Solids,2012,33:1-11. [7] NURAHNB L,GARO S,WENGER P,et al. Reconfiguration analysis of a 4-RUU parallel manipulator[J]. Mechanism and Machine Theory,2016,96:269-289. [8] NURAHMI L,CARO S,WENGER P. Recent advances in mechanism design for robotics[M]. Springer,2015. [9] KONG X. Reconfiguration analysis of a 4-DOF 3-RER parallel manipulator with equilateral triangular base and moving platform[J]. Mechanism and Machine Theory,2016,98:180-189. [10] CHEN Qiaohong,LI Qinchuan,WU Chuanyu,et al. Mobility,constraint singularity and isotropy of the 3-PRRRR translational parallel mechanism[J]. Chinese Journal of Mechanical Engineering,2009,6(22):841-848. [11] CHEN Qiaohong,LI Qinchuan,WU Chuanyu,et al. Mobility analysis of 4-RPRPR and 4-RRRPR parallel mechanisms with bifurcation of Schoenflies motion by screw theory[C]//Proceedings of the 2009 ASME/IFToMM International Conference on Reconfigurable Mechanisms and Robots,2009:10. [12] PALPACELLI M,CARBONARI L,PAHNIERIQ G,et al. Mobility analysis of non-overconstrained reconfigurable parallel manipulators with 3-CPU/3-CRU kinematics[C]//Advances in Reconfigurable Mechanisms and Robots II. Mechanisms and Machine Science,2015(36):189-200. [13] PALPACELLI M,CARBONARI L,PAHNIERIQ G,et al. Analysis and design of a reconfigurable 3-DOF parallel manipulator for multimodal tasks[J]. IEEE/ASME Transactions on Mechatronics,2015,20(4):1975-1985. [14] YE W,FANG Y,GUO Sheng,et al. Two classes of reconfigurable parallel mechanisms constructed with multi-diamond kinematotropic chain[J]. Proceedings of the institution of Mechanical Engineers,Part C:Journal of Mechanical Engineering Science,2016,230(18):3319-3330. [15] YE Wei,FANG Yuefa,GUO Sheng,et al. Design of reconfigurable parallel mechanisms with discontinuously movable mechanism[J]. Journal of Mechanical Engineering,2015,51(13):137-143. [16] 魏俊. 基于李群理论可重构并联机构的型综合与变换构态分析[D]. 天津:天津大学,2019. WEI Jun. Type synthesis and transformation configuration analysis for reconfigurable parallel mechanisms based on Lie group theory[D]. Tianjin:Tianjin University,2019. [17] 李永泉,郑天宇,张立杰. 一种具有运动分岔特性并联机构:中国,ZL 202011177089.0[P]. 2021-09-10. LI Yongquan,ZHENG Tianyu,ZHANG Lijie. A parallel mechanism with motion bifurcation characteristics:China,ZL 202011177089.0[P]. 2021-09-10. [18] 刘伟. 多模式并联机构构型综合与运动模式变换研究[D]. 西安:西安理工大学,2021. LIU Wei. Type synthesis and motion mode transformation of multi-mode parallel mechanism[D]. Xi'an:Xi'an University of Technology,2021. [19] 于靖军,裴旭,宗光华. 机械装置的图谱化创新设计[M]. 北京:科学出版社,2014. YU Jingjun,PEI Xu,ZONG Guanghua. Mapping innowative design of mechanical devices[M]. Beijing:Science Press,2014. [20] 杨加伦. 并联机器人构型的"GF集"理论[D]. 上海:上海交通大学,2010.YANG Jialun. "GF SETS" theory and type synthesis of parallel robots[D]. Shanghai:Shanghai Jiao Tong University,2010. |