动力学解耦的平面多自由度机构的设计
THE DESIGN OF PLANAR MULTI DEGREES OF FREEDOM MECHANISMS WITH DECOUPLED DYNAMICS
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摘要: 本文以简化动力学方程为目标提出了多自由度平面机构的设计方法.首先在开环机构上增加杆组得到相同自由度的闭环机构,进而设计杆组的质量和质心位置使闭环机构的惯性矩阵为对角阵,达到使动力学方程解耦的目的.该设计思想适用于任意自由度机构.本文从这一思想出发提出一种并行驱动的三自由度平面机构,其惯性矩阵不难设计成常量对角阵.由于这一特性,所提机构可望用于高速机器人.Abstract: A design method for manipulators having simple dynamics is presented. First,one or more linkgroups which have zero DOF are added to an open-loop chain to compose a closed-loop chain. Then the massdistribution of the link groups is designed in order to decouple the dynamics of the closed-loop linkage. As aresult,we can design a planar 3 DOF arm with decoupled and constant inertia matrix. Because of its simpleinertia matrix,the arm has good promise for high speed manipulation.