Abstract：This paper aims at a class of novel mechanisms, i.e. fully compliant robotic mechanisms and their structural configurations. Firstly, these mechanisms are classified according to their different applications, and the relationship between this mechanism and the parallel architecture is also discussed. Through the summarizations for the configurations of current parallel architectures and geometrical models of all kinds of flexure hinges, a large amount of material which is used in the choice and construction of fully compliant robotic mechanism can be obtained. At the sometime, the structural distribution about fully compliant robotic mechanisms is paid more attention since it may heavily influence the characteristics of the mechanism.
[1] Her I. Methodology for Compliant Mechanism Design[D]. Purdue University:1986. [2] 于靖军.全柔性机器人机构分析及设计方法研究[D].北京:北京航空航天大学,2002. [3] http://www-sop.inria.fr/coprin/equipe/merlet/merlet_eng.html. [4] Hervé J M. Group mathematics and parallel link mechanisms[A]. Proceedings of IMACS/SICE International Symposium on Robotics[C]. Mechatronics and Manufacturing Systems, Kobe, Japan:1992, 459-464. [5] 金琼,杨廷力等.基于单开链单元的欠秩并联机器人机构型综合的一般方法[J]. 机械科学与技术, 2001,20(3):321-325. [6] Hara A, Sugimoto K. Synthesis of parallel micromanipulators[J]. Journal of Mechanisms Transmissions, and Automation in Design, 1989,111:34-39. [7] 黄真,孔令富,方跃法.并联机器人机构学理论及控制[M].北京:机械工业出版社.1997. [8] Hesselbach J, Plitea N, Thoben R. Advanced technologies for micro assembly[A]. Proceedings of SPIE International Symposium on Intelligent Systems & Advanced Manufacturing[C], Pittsburgh, USA:1998, 178-190. [9] Ryu J W, Lee S Q, Gweon D G, Moon K S. Inverse kinematic modeling of a coupled flexure hinge mechanism[J]. Journal of Mechatronics, 1999,(9):657-674. [10] 金振林.新型六自由度正交并联机器人设计理论与应用技术研究[D].秦皇岛:燕山大学,2001
