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Architectural singularities of parallel mechanisms with prismatic joints due to special designs of platform shapes

机译:平台形状特殊设计引起的平行机构的建筑奇异性

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Singularity is an inherent property of robotic manipulators. A manipulator becomes singular when it gains or losses degrees of freedom at a particular configuration. In this work, a type of singularities caused by special shapes of platforms, either the mobile or the base platform, is addressed. This type of singularities pertains to the architecture singularity, but associated only with special shape designs of base and mobile platforms and spans in the whole workspace, which is referred as shape singularity. The paper provides formulations of shape singularity. The geometry and algebra properties of shape singularity are analyzed. Three examples of shape singularity identification for parallel mechanisms with prismatic joints are included, one for 3-DOF planar mechanisms, the others for 3-DOF and 6-DOF spatial mechanisms. The application of shape singularity in adjustable compliance mechanism design is illustrated.
机译:奇点是机器人操纵器的固有财产。当以特定配置获得或损失自由度时,操纵器变得单数。在这项工作中,解决了由特殊形状的平台引起的奇点,无论是移动的还是基础平台。这种类型的奇点属于架构奇异性,但仅在整个工作空间中的基础和移动平台和跨度的特殊形状设计相关联,这被称为形状奇点。本文提供了形状奇异性的配方。分析了形状奇异性的几何和代数性质。包括三个具有棱镜接头的平行机构的形状奇异性识别的三个例子,一个用于3-DOF平面机构,其他用于3-DOF和6-DOF空间机制的方法。示出了形状奇异性在可调合规机构设计中的应用。

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