首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part C. Journal of mechanical engineering science >Design and analysis of a new singularity-free three-prismatic-revolute-cylindrical translational parallel manipulator
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Design and analysis of a new singularity-free three-prismatic-revolute-cylindrical translational parallel manipulator

机译:新型无奇点三棱柱圆柱平移并联机械手的设计与分析

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A new three-prismatic-revolute-cylindrical (three-PRC) translational parallel manipulator (TPM) with orthogonally arranged fixed actuators is proposed in this paper. The mobility of the manipulator is analysed via screw theory. The inverse kinematics, forward kinematics, and velocity analyses are performed and the singularities and isotropic configurations are identified afterwards. Moreover, the mechanism design rules producing a singularity-free manipulator have been generated. Under different cases of physical constraints subject to mechanical joints, the reachable workspace of the manipulator is geometrically determined and compared. In particular, it is illustrated that the manipulator has a regular shape workspace with a maximum cuboid defined as the usable workspace inscribed and one isotropic configuration involved. Furthermore, to obtain a large usable workspace, the architecture design of a three-PRC TPM is carried out and the singularity property within the usable workspace is verified. Simulation results show that there are no singular configuration within the workspace, which reveal the validity of design rules for a singularity-free three-PRC TPM.
机译:提出了一种新型的具有正交布置的固定致动器的三棱柱形旋转圆柱(三PRC)平移并联机械手(TPM)。机械手的活动性通过螺杆理论进行了分析。进行反向运动学,正向运动学和速度分析,然后识别奇异性和各向同性构型。而且,已经产生了产生无奇点操纵器的机构设计规则。在受到机械连接的物理约束的不同情况下,将以几何方式确定并比较机械手的可到达工作空间。特别地,示出了操纵器具有规则形状的工作空间,该工作空间具有最大长方体定义为内接的可用工作空间,并且涉及一种各向同性的构造。此外,为了获得较大的可用工作空间,执行了三个PRC TPM的体系结构设计,并验证了可用工作空间内的奇异性。仿真结果表明,工作空间内没有奇异的配置,这表明了无奇点的三PRC TPM设计规则的有效性。

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