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Sensitivity Analysis of Deviation Source for Fast Assembly Precision Optimization

机译:快速装配精度优化偏差源的敏感性分析

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摘要

Assembly precision optimization of complex product has a huge benefit in improving the quality of our products. Due to the impact of a variety of deviation source coupling phenomena, the goal of assembly precision optimization is difficult to be confirmed accurately. In order to achieve optimization of assembly precision accurately and rapidly, sensitivity analysis of deviation source is proposed. First, deviation source sensitivity is defined as the ratio of assembly dimension variation and deviation source dimension variation. Second, according to assembly constraint relations, assembly sequences and locating, deviation transmission paths are established by locating the joints between the adjacent parts, and establishing each part’s datum reference frame. Third, assembly multidimensional vector loops are created using deviation transmission paths, and the corresponding scalar equations of each dimension are established. Then, assembly deviation source sensitivity is calculated by using a first-order Taylor expansion and matrix transformation method. Finally, taking assembly precision optimization of wing flap rocker as an example, the effectiveness and efficiency of the deviation source sensitivity analysis method are verified.
机译:复杂产品的装配精确优化在提高产品质量方面具有巨大的好处。由于各种偏差源耦合现象的影响,难以准确地确认装配精度优化的目标。为了精确且快速地实现组装精度的优化,提出了对偏差源的灵敏度分析。首先,偏差源灵敏度被定义为组装尺寸变化和偏差源维度变化的比率。其次,根据组装约束关系,组装序列和定位,通过定位相邻部分之间的接头来建立偏差传输路径,并建立每个部分的基准参考帧。第三,使用偏差传输路径创建组装多维向量环路,并且建立每个维度的相应标量方程。然后,通过使用一阶泰勒膨胀和矩阵变换方法计算组装偏差源灵敏度。最后,采用机翼挡板摇杆的装配精度优化作为示例,验证了偏离源灵敏度分析方法的有效性和效率。

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