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FOUR-BAR LINKAGE SYNTHESIS FOR A COMBINATION OF MOTION AND PATH-POINT GENERATION

机译:四杆连杆合成,用于运动和路径点的组合

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This paper develops techniques that address the design of planar four-bar linkages for tasks common to pick-and-place devices, used in assembly and manufacturing operations. Pick-and-place tasks often require the exact position and orientation of an object (motion generation) at the end points of the task. Within the range of movement, the motion restrictions are less rigorous with only the position of the object (path-point generation) being specified to avoid obstacles. Established synthesis theory has been developed for either motion generation or path-point generation tasks. This paper presents four-bar linkage synthesis methods for tasks that include a combination of motion and path requirements. This synthesis challenge is addressed via two approaches: Geometric Constraint Programming (GCP) and numerical solutions to synthesis equations. Using GCP, a step-by-step methodology has been established to find solutions to these synthesis challenges. Using numerical methods, techniques are presented to formulate kinematic chain constraint equations and solve for appropriate link lengths and pivot locations. Examples of various combinations of motion and path-point generation are presented.
机译:本文开发了解决拾取器设备共用的任务的平面四杆联动设计的技术,用于装配和制造操作。拾取和放置任务通常需要对象(运动生成)的确切位置和方向在任务的结束点处。在运动范围内,仅对对象(路径点)的位置来说,运动限制不太严格地被指定以避免障碍物。已经为任一运动产生或路径点生成任务开发了建立的综合理论。本文呈现了包括运动和路径要求组合的任务的四条键合成方法。通过两种方法解决了该合成挑战:几何约束编程(GCP)和合成方程的数值解。使用GCP,已经建立了一个逐步的方法,以找到这些综合挑战的解决方案。使用数值方法,提出了技术以制定运动链约束方程并解决适当的连杆长度和枢轴位置。提出了运动和路径点生成的各种组合的示例。

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