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Three Dimensional Manufacturing Tolerance Design Using Convex Sets

机译:使用凸集的三维制造公差设计

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摘要

High demand of wide use of three-dimensional operation models in process planning has resulted in an urgent exploration of new approaches to 3D manufacturing process design. In this paper, 3D process dimension and manufacturing tolerance design issue is studied. A 3D tolerance zone calculation method is developed. The method consists of two procedures including 3D tolerance zone modeling and its calculation. Small displacement torsors (SDT), in conjunction with the robotics kinematics, are utilized to establish the algebra model of the 3D tolerance zone and the tolerance propagation model. Convex sets theory is applied in the calculation and optimization of the size of the zone. The proposed method facilitates the design of the tolerance of the zone by using the variation ranges of uncertain parameters instead of the tolerance distribution. An example of 3D manufacturing tolerance design for a prismatic part is provided with Monte Carlo simulation results to illustrate the effectiveness of the proposed approach.
机译:在过程规划中广泛使用三维操作模型的高要求导致对3D制造过程设计新方法的紧迫探索。本文研究了3D工艺尺寸和制造公差设计问题。开发了3D公差带计算方法。该方法由两个过程组成,包括3D公差带建模及其计算。小位移扭矩(SDT)与机器人运动学一起被用于建立3D公差带的代数模型和公差传递模型。凸集理论被应用于区域大小的计算和优化。所提出的方法通过使用不确定参数的变化范围而不是公差分布来促进区域公差的设计。蒙特卡洛模拟结果提供了一个用于棱镜零件的3D制造公差设计的示例,以说明所提出方法的有效性。

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