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Kinematic configuration analysis of planar mechanisms based on basic kinematic chains

机译:基于基本运动学链条的平面机构的运动学结构分析

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摘要

According to the single-link transformation principle, and based on the topological characteristic investigations to planar closed kinematic chains (PCKCs), a general study of the kinematic configuration analysis of planar mechanisms with R-pairs is conducted in this paper. Firstly, two new concepts, contract link distance sequence and basic link group code sequence, are defined, and a novel approach for identification of multi-bar basic kinematic chains (BKCs) within the kinematic chain left from the single-link transformation is proposed. Then, another two concepts, weight code and similarity code, are defined for aid to link similarity judgment and two judgment theorems are proposed as well. As a further step, weight code or similarity code of the transformed single-link will be employed for kinematic configuration analysis situation judgment. Finally, corresponding unified constraint equations are set up and solved with coefficient homotopy method, on the basis of aforementioned analysis results. The study shows that the method is reliable and effective, and it is especially applicable for the kinematic configuration analysis problem of PCKCs with multi-bars and multi-freedoms.
机译:根据单链变换原理,基于平面闭合运动链(PCKCs)的拓扑特征研究,对带有R对的平面机构的运动学结构分析进行了一般研究。首先,定义了契约链接距离序列和基本链接组代码序列这两个新概念,并提出了一种新的方法来识别单链接变换留下的运动链中的多条基本运动链(BKC)。然后,定义了权重代码和相似性代码这两个概念,以帮助链接相似性判断,并提出了两个判断定理。作为进一步的步骤,将采用变换后的单链路的权重代码或相似性代码来进行运动配置分析情况判断。最后,在上述分析结果的基础上,建立相应的统一约束方程,并用系数同伦法求解。研究表明,该方法可靠,有效,特别适用于多杆多自由度PCKC的运动学配置分析问题。

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