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Solution Region Synthesis Methodology of Spatial 5-SS Linkages for Six Given Positions

机译:六个给定位置的空间5-SS连杆的溶液区域合成方法

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This paper presents a solution region synthesis methodology to perform the dimensional synthesis of spatial 5-spherical-spherical (SS) linkages for six specified positions of the end-effector. Dimensional synthesis equations for an SS link are formulated. After solving the synthesis equations, the curves of moving and fixed joints can be obtained, and they are called moving and fixed solution curves, respectively. Each point on the curves represents an SS link. Considering the limited range of joints at the first position, we can obtain the feasible solution curves. The link length curves can be obtained based on the feasible solution curves. We determine three SS links by selecting three points meeting the requirements on link length curves. Then, the solution region is built by sorting and adding feasible solution curves and projecting the feasible solution curves on the line. The feasible solution region can be obtained by eliminating defective linkages and linkages that fail to meet the other requirements from the solution region. The validity of the formulas and applicability of the proposed approach is illustrated by example.
机译:本文提出了一种求解区域综合方法,用于在末端执行器的六个指定位置执行空间五球面(SS)连杆机构的尺寸综合。建立了SS连杆的量纲综合方程。求解综合方程后,可以得到运动和固定关节的曲线,分别称为运动和固定解曲线。曲线上的每个点代表一个SS链接。考虑到第一位置节点的有限范围,我们可以得到可行解曲线。根据可行解曲线可以得到连杆长度曲线。我们通过选择三个满足链路长度曲线要求的点来确定三个SS链路。然后,通过排序和添加可行解曲线,并将可行解曲线投影到直线上,建立求解区域。可行解区域可以通过消除有缺陷的连杆和不满足解区域其他要求的连杆来获得。通过实例说明了公式的有效性和方法的适用性。

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