首页> 外文会议>International Conference on Flexible Automation and Interlligent Manufacturing >GEOMETRIC TOLERANCE NORMALIZATION AND ITS APPLICATION: THE CASE OF PARALLELISM AND PERPENDICULARITY TOLERANCES.
【24h】

GEOMETRIC TOLERANCE NORMALIZATION AND ITS APPLICATION: THE CASE OF PARALLELISM AND PERPENDICULARITY TOLERANCES.

机译:几何公差归一化及其应用:平行和垂直公差的情况。

获取原文

摘要

Tolerance analysis in manufacturing process planning is critical in assuring the quality of machined components. Its purpose is to analyze the problem of tolerance stackup caused by setup datum changes during machining in order to achieve the goal of "doing things right the first time." Traditional tolerance analysis techniques, although effective in handling dimensional tolerances, are not sufficient in dealing with geometric tolerances. This paper presents a normalization approach based on manufacturing error analysis to convert geometric tolerances into none-type-specific values called normalized tolerances. A normalized tolerance is an angle representing the maximum permissible rotation error when locating the component. Different types of geometric tolerances can be compared after they are converted into normalized tolerances. The smaller the value of a normalized tolerance, the tighter the underlying geometric tolerance is. Tolerance stackup analysis can also be performed on normalized tolerances. The tolerance normalization approach is a mathematically rigorous approach for tolerance analysis that provides a new dimension in achieving total tolerance control. In this paper, the formulae for normalizing parallelism and perpendicularity tolerances are derived. An example is then used to illustrate the procedure for performing stackup analysis on geometric tolerances. Future research directions are also briefly discussed.
机译:制造过程规划的公差分析对于确保机加工组件的质量至关重要。其目的是分析机械加工过程中的设置基准变化引起的公差堆叠问题,以实现“第一次做事”的目标。传统的公差分析技术虽然有效地处理尺寸公差,但是在处理几何公差方面不充分。本文提出了一种基于制造错误分析的归一化方法,将几何公差转换为无类型特定值,称为归纳化公差。归一化公差是表示在定位组件时最大允许旋转误差的角度。在转换成归一化公差之后,可以比较不同类型的几何公差。归一化容差的值越小,底层几何公差越小。公差堆叠分析也可以对归一化公差进行。公差归一化方法是一种用于公差分析的数学上严格的方法,在实现总容差控制方面提供了新的尺寸。本文推导出归一化平行度和垂直公差的公式。然后用于示例来说明用于对几何公差进行堆叠分析的过程。还讨论了未来的研究方向。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号