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Type synthesis of deployable/foldable articulated mechanisms

机译:可展开/可折叠铰接机构的类型综合

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This work intends to deal with the type synthesis problem of deployable/foldable articulated mechanisms. The type synthesis in this kind of mechanism design can be factorized into two stages: the first stage is the topological synthesis of which the properties of mechanism are reflected by the graph; the second stage is the kinematic synthesis which aims at finding a set of mechanisms with the desired kinematic properties. According to the folded morphology, the compact form for deployable units are first classified into three categories: linear compact structure, planar compact structure and hybrid compact structure. Then we can enumerate the topological structures of these three categories and synthesize their combinations. Different from kinematic synthesis of general industrial robot which amounts to find the set of robotic mechanisms such that the end-effector of which has the desired mobility, the kinematic synthesis of deployable mechanism is to find out the set of mechanisms which can be folded onto the desired compact form in which the mechanism is taking up the minimum geometric volume. If a mechanism has at least one inverse solution to the desired compact form for the given set of parameters and there is finite mobility between the deployed and folded configurations, that is the mechanism we are looking for.
机译:这项工作旨在处理可展开/可折叠铰接机制的类型合成问题。这种机构设计中的类型合成可以分解为两个阶段:第一阶段是拓扑合成,其中机构的性质被图反映出来;第二阶段是运动合成,其目的在于找到具有所需运动学性质的一组机制。根据折叠的形态,可展开单元的紧凑型是首先分为三类:线性紧凑结构,平面紧凑结构和混合紧凑结构。然后我们可以枚举这三个类别的拓扑结构并综合它们的组合。不同于通用工业机器人的运动合成,其数量要找到一组机器人机制,使得其末端执行器具有所需的移动性,可折叠的可折叠机构的运动合成是可以折叠到的机构所需紧凑型形式,其中机构占据最小几何体积。如果机制具有至少一个对给定参数集的所需紧凑表单的逆解决方案,并且部署和折叠配置之间有有限的移动性,即我们正在寻找的机制。

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