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Impact of 100% measurement data on statistical process control (SPC) in automobile body assembly.

机译:100%测量数据对车身装配中的统计过程控制(SPC)的影响。

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摘要

Traditional hard gauge checking fixtures or Coordinate Measuring Machines (CMM) cannot provide large enough samples for effective Statistical Process Control (SPC) in automobile body assembly due to their off-line nature and low speed. With in-line Optical Coordinate Measuring Machines (OCMM), every body assembled can be measured, resulting in 100% measurement. However, manufacturers fail to make efficient use of the data.;Conventional control charts, e.g., ;Process monitoring. Autocorrelation in data can result in false alarms when control charts are directly applied to data. The application of Prediction Error Analysis (PEA) can reduce the false alarm rate and also affect the detection speed. The effect of PEA on detection speed is analyzed and presented with examples based on AR(1) and ARMA(2,1) models for a step-function type mean shift.;Process parameter identification. Sources of dimensional variation can be identified from the 100% measurement data. Using the autocorrelation in data, process physical characteristics, such as natural frequency, can be estimated. The contribution of each dynamic mode to the total variation can be quantitatively analyzed through decomposition of autocovariance. Cross-correlation can be used to reveal inter-sensor relationships or deformation patterns, such as Side Frame Misalignment or "Match-Boxing".;Process variation reduction. "Adaptive quality control" using Forecasting Compensatory Control (FCC) is presented using simulation. However, due to lack of control mechanisms that actuate control instantly, body assembly process can only be adjusted on a batch-to-batch basis. Process control is based on the detection of process faults and human interference. Two successful case studies in variation reduction are presented.
机译:传统的硬质规检查夹具或坐标测量机(CMM)由于其脱机特性和低速,无法提供足够大的样本来有效地进行车身装配中的统计过程控制(SPC)。使用在线光学坐标测量机(OCMM),可以测量组装的每个物体,从而实现100%的测量。但是,制造商无法有效利用数据。;常规控制图,例如过程监控。当控制图直接应用于数据时,数据中的自相关会导致错误警报。预测误差分析(PEA)的应用可以降低误报率,并影响检测速度。分析了PEA对检测速度的影响,并以基于AR(1)和ARMA(2,1)模型的阶跃函数类型均值漂移为例进行了介绍。尺寸变化的来源可以从100%的测量数据中识别出来。使用数据中的自相关,可以估算过程物理特性,例如固有频率。可以通过自协方差分解来定量分析每个动态模式对总变化的贡献。互相关可用于揭示传感器之间的关系或变形模式,例如侧面框架未对准或“匹配装箱”。通过仿真介绍了使用预测补偿控制(FCC)的“自适应质量控制”。但是,由于缺乏可立即启动控制的控制机制,因此只能逐批调整车身装配过程。过程控制基于过程故障和人为干扰的检测。提出了两个成功的减少变异的案例研究。

著录项

  • 作者

    Hu, Shixin.;

  • 作者单位

    University of Michigan.;

  • 授予单位 University of Michigan.;
  • 学科 Engineering Automotive.;Engineering Industrial.;Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 1990
  • 页码 218 p.
  • 总页数 218
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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