面向多品种、小批量制造环境的过程质量监控方法及嵌入式系统的研究
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摘要
为了保持市场竞争力和满足顾客需求,现代制造企业大多转向了多品种、小批量制造模
    式,这对现场质量控制提出了新的挑战。本文针对这种复杂多变的制造环境中实施统计质量
    控制(SPC)过程中所面临的困难展开研究,在分析国内外研究及应用的基础上,探索了
    SPC方法、过程调节方法及其应用策略,研究和开发了面向复杂制造环境的嵌入式SPC系
    统,并以轴承套圈加工对象为例进行了工程应用。
     全文共分为七章:
     第一章,阐述了质量控制在现代制造企业中的重要意义,对统计质量控制、过程调节方
    法和与SPC集成系统等方面的研究现状和所面临的困难进行了评述,在此基础上引出本论
    文的主要研究内容。
     第二章,针对多品种、小批量制造过程特点,分析了现有过程质量监控的SPC方法,
    特别是基于过程建模的EWMA控制图方法,全面系统地研究了EWMA控制图的效能以及
    参数优化等问题;在此基础上,将嵌入式技术和网络技术应用于过程监控,建立了多总线综
    合网络平台的过程质量监控体系。
     第三章,从成组技术概念出发,以EWMA控制图的ARL为指标来研究制造过程的统
    计聚类,构造基于统计聚类的混合样本空间S,混合样本空间S的控制图进行分析:引入边
    界约束和MADM方法对S空间的聚类进行判别,形成零件族,对同一零件族采用统一的控
    制图控的策略,最后给出应用步骤。
     第四章,过程调节是提高制造质量的重要手段,本章围绕过程调节方法与应用策略展开
    研究。首先,引入Kalman滤波方法建立了过程质量的调节模型与调节方法;接着研究了评
    定过程质量波动的平滑梯度指标函数LC(n),在此基础上提出了相应的应用策略,实现了
    与SPC方法的有效集成,经模拟试验与工程应用验证其可行性。
     第五章,网络技术的发展,特别是Internet/intranet技术的发展,使得过程质量控制由分
    散质量控制转向全面的、集散型的过程质量控制,本章就多总线综合网络的应用、面向网络
    环境的嵌入式SPC系统的体系构架、软件组织以及系统实时性、安全性等嵌入式SPC系统
    的基本问题与关键技术展开深入的研究。
     第六章,在前面研究结果的基础上,针对微型轴承套圈各磨削工序的特点,研究面向微
    型轴承制造的嵌入式SPC系统,包括几何尺寸、表面粗糙度、以及圆度等参数的检测与控
    制。给出了基于LVDT传感器的SPC单元的优化设计方法以及进一步提高测量系统精度的
    在线补偿技术,讨论了嵌入式SPC单元系统软件设计与实现;通过测量系统分析方法(MSA)
    对该测量单元的性能进行了评定。结果表明:该系统性能稳定、精度高,并且具有成本低、
    网络功能与大容量数据存储的优点,有较好的推广价值。
     第七章,总结了全文的研究内容与结论,并展开了未来的研究工作。
To remain competitive in the global market and meet customer demands for high quality and low cost products, industries have been changing to run a multi-specification and small-batch production mode. . But it is a challenge to statistical process control (SPC) in complicated and changeful manufacturing environment , because traditional SPC only applies to large batch production. The dissertation makes a systematic and profound research on the method、 application strategy of SPC, and process adjustment method. Embedded SPC system is developed in complicated and changeful environment. Last, this system is applied successfully in bear ferrule manufacturing.The whole thesis is divided into seven chapters.Chapter one, the significance of quality control in modern manufacturing industry was described. The development of statistical quality control、 process adjustment and integrated SPC are introduced, and then the research topic is put forward about this thesis.Chapter two, under the background of multi-production, small-batch and the development of network technology, the SPC methods of process quality monitoring are analyzed, especially EWMA control chart based process model, The capability and parameters optimization of EWMA control chart is systematically and profoundly studied . The process quality monitoring system based on the network level of multi-bus is set up using embedded and network technology.Chapter three, from the concept of group technology (GT), statistical cluster is studied using average run length (ARL) of EWMA control chart as index, the mixed sample space S based on statistical clustering is formed, control chart of mixed sample space S is annalyzed. Statistical cluster criteria are developed using boundary restriction and multi attribute decision making (MADM), the strategy of forming a part family and using a uniform EWMA control chart in one part family . In the end of this chapter, the basic criteria and the steps of application of statistical cluster are introduced.Chapter four, Process Adjustment is an important method for improving manufacturing quality, This chapter researchs process adjustment method and its application strategy. First,the model of manufacturing process is set up using Kalman filter method; Index function LC(n)of Energy Smooth Grade for evaluating quality process is studied. Application strategy of proposed adjusting is given, integration of SPC and process adjustment is realized. This method is validated with simulated data and practice.Chapter five, with development of network, especially Internet/ Intranet, process quality control is changed from separated control to comprehensive and concentration-separation's quality control. This chapter studies key technology and problems about the system frame of embedded SPC system facing network environment, software organization, system real-time and safety.Chapter six, Considering the characteristic of grinding work-procedure an embedded SPC system for manufacturing miniature bearing ferrule is studied. This system also includes the control and measurement of geometry dimension, surface roughness and form. Optimizing design method based LVDT sensor and on-line compensating technology to improve measuring precision is given. The software design and realization of embedded SPC unit is discussed. The capability of embedded SPC unit is evaluated by measuring system analysis. The result shows that this system has stable performance, high precision, network function, large data memory and
    low price.Finally, chapter seven makes a conclusion of the whole dissertation and puts forward the future research in this field.
引文
[1] Marsh, Michael. CIM solutions - toward 21st century SPC. SMT Surface Mount Technology Magazine, 1997, 10: 48-50.
    [2] Guh R S, Tannock J D. IntelliSPC: a hybrid intelligent tool for on-line economical statistical process control. Expert Systems with Applications, 1999, 17: 195-212.
    [3] Devor R. E., Chang T. h. and Sutherland J. W. Statistical Quality Design and Control. Macmillan Publishing Company, 1992.
    [4] Keats J B., Montgomery D. C. Statistical Applications in Process Control. New York: Marcel Dekker, 1996.
    [5] Montgomery D. C. Introduction to Statistical Quality Control, 3rd ed. NewYork: John Wiley & Sons, 1996.
    [6] Dale H. Besterfield And Et Al., Total Quality Management (2nd Ed), Upper Saddle River, N.J.: Prentice Hall, 1999.
    [7] David L. Goetsch, Stanley B. Davis Quality Management : Introduction To Total Quality Management For Production, Processing, And Services(3rd Ed). Pper Saddle River, NJ : Prentice Hall, 2000.
    [8] Tannock J.D. Automating Quality Systems. CHAPMAN &HALL, 1992.
    [9]麦肯锡公司,世界质量管理水平的发展,http://www.zhkc.com.cn/zhuanjia5.htm,2004.
    [10]国家自然科学基金委员会工程与材料料学部机械工程科学技术学术前沿编委会 机械工程科学技术前沿.北京:机械工业出版社,1996.
    [11] Feigonbaum,A.V《全面质量管理》,机械工业出版社,1991,6.
    [12]中国标准化与信息分类编码研究所编,《93'最新质量管理和质量保证国际标准资料汇编》,中国标准化山版社,1994,7.
    [13]林志航主编,《计算机辅助质量系统》,机械工业出版社,1997.
    [14] Hampton Scott Tonk Integrating ISO 9001:2000 and the Baldrige criteria. Quality Progress. 2000, 33(8):51-55.
    [15]中国国家进出口企业认证机构认可委员会办公室编,《2000版ISO/DIS9000族标准理解要点》,宇航出版社,2000,3.
    [16] Woodall W H. The statistical design of quality control charts. Statistician, 1985, 34: 155-160
    [17]Marcellus R L. Evaluation of a nonstationary policy for statistical process control. Pro. 6th Annu. Ind. Eng. Res. Conf, Miami Beach, May 1997: 89-94
    [18]余忠华.面向多品种小批量制造过程的SPC策略、方法与辅助系统的研究:[博士学位论文】.杭州:浙江大学,1999年。
    [19] Shiraishi N, Furuta H. Reliability analysis based on fuzzy probability. J. Eng. Mech, 1983, 109(6):32-38
    [20] Onisawa T. Fuzzy theory in reliability analysis. Fuzzy Sets and Systems, 1989,29: 250-257
    [21] Keats J B., Montgomery D. C. Statistical Applications in Process Control. New York: Marcel Dekker, 1996
    [22] Boothe D.R. SPC for Short Production Runs, Quality, 1988,27(12): 58-59.
    [23] Boothe D.R. SPC for Low Volume Production, Quality Today, Oct. 1989: S34-S36.
    [24] Kimble D.L. and Sudduth B.A. Using Statistical Process Control with Mixed Parts in FMS. Proceedings of the Japan-USA Symposium on Flexible Automation, San
     Francisco, 1992:441-445.
    [25] Koons G. F. and Luner, J. J. SPC in Low Volume Manufacturing : A Case Study. Journal of Quality Technology, 1991, 23(4): 287-295.
    [26] Lucas J.M. and Saccucci M.S. Exponentially Weighted moving average control schemes: properties and enhancements.Technometrics,1999,24(3):199-205.
    [27] Molnau W.E. A Program for ARL Calculation for Multivariate EWMA Chart. Journal of Quality Technology, 2001,33(4):515-521.
    [28] Crowder S.V. A Simple Method for Studying Run-Length Distribution of Exponentially Weighted Moving Average Charts. Technometrics, 1987,29(4) :401-407.
    [29]余忠华,吴昭同 面向小批量制造过程的质量控制方法研究,机械工程学报,2001年8月:60-64页.
    [30] Hotelling H. Multivariate Quality Control. Techniques of Statistical Analysis. ed. C. Eisenhart, et al, 1947
    [31]MacGregor J F, Kourri T. Statistical process control of multivariate processes. Control Eng Practice, 1995, 3(3): 403-414
    [32] Wise B M, Gallagher N B. The process chemometrics approach to process monitoring and fault detection, 1996, 6(6): 329-348
    [33] Kresta J V, MacGregor J F, Martin T E. Multivariate statistical monitoring of process operating performance. The Canadian J of Chem Eng, 1991, 69(2): 35-47
    [34]罗小川,车仁生,崔长彩 分布式网络化测量系统——面向先进制造的新一代测量系统,光学精密工程,2002年2月,第10卷,第一期:1-7页.
    [35] Del Castillo E. Some properties of EWMA feedback quality adjustment schemes for drifting disturbances. Journal of Quality Technology, 2001, 33(2): 153-166.
    [36] Del Castillo E. Closed-loop disturbance identification and controller tuning for discrete manufacturing processes. Technometrics, may,2002 ,44(2): 134-141.
    [37] Del Castillo E. A note on two process adjustment models. Quality and Reliability Engineering International, 1998, 14(l):23-28.
    [38] Sangyong Han, Kyangje Oh. Web Based SPC (realtime Statistical Process Control) System support XML protocol. ISIE, Pusan, KOREA, 2001.
    [39] Box G.E.P. and Luceno A. Discrete proportinal-integral control with constrained adjustment. The Statistician, 1995,44(4):479-495.
    [40] Wiklund S.J. Estimating the process mean when using control charts. Economic Quality Control, 1992,7:105-120.
    [41] Adams B.M. and Woodall W.H. An analysis of Taguchi's on-line process control procedure under a random-walk model. Technometrics, 1989,31(4):401?13.
    [42] Chang S.I. and Lin S.Y. A Comparative Study and Design of EWMA Control Charts for Monitoring Process Variations in Short Run Productions. International Journal of Industrial Engineering, 1996,3(4):268-278.
    [43] Crowder S.V. Computation of ARL for Combined Individual Measurement and Moving Range Charts. Journal of Quality Technology, 1987, 19(2):98-102.
    [44] Crowder S.V. A simple Method for Studying Run-length Distributions of Exponentially Weighted Moving Average Charts. Technometrics, 1987,29(4):401-407.
    [45] Crowder S.V. Design of Exponentially Weighted Moving Average Schemes. Journal of Quality Technology, 1989,21 (3): 155-161.
    [46] Del Castillo E. and Montgomery D.C. Short-Run Statistical Process Control: Q-Chart Enhancements and Alternative Methods. Quality and Reliability Engineering International, 1994,10:87-97.
    [47] Al-Salti M., Aspionwall E.M. and Statham, A. Implementing SPC in a Low-Volume Manufacturing Environment. Quality Forum, 1992, 18(3): 125-132.
    [48] Chang S.I. and Lin S. Y. A Study of Part Family Formation for Short Run SPC. Proceedings of the 4~th Industrial Engineering Research Conference, Nashville,Tennessee: May 1995: 309-314.
    [49] Tannock J.D.T. Automating Quality System. CHAPMAN &HALL,1992.
    [50]Bothe D.R. SPC for Short Run Production Runs. International Quality Institute Inc.,Northville,Michigan. 1988
    [51]Luceno A. Choosing the EWMA parameter in engineering process control. Journal of Quality Technology, 1995,27: 162-168.
    [52] Sachs E. Hu A. and Ingolfsson A. Run by run process control: Combining spc and feedback control. IEEE Transactions on Semiconductor Manufacturing,8(1):26-43, 1995.
    [53] Del Castillo E. andHurwitz A. Run to run process control: a review and some extensions. Journal of Quality Technology, 1997,29(2): 184-196.
    [54] Shendy M. El-Sha, Alan S. Morris. A Fuzzy Expert System for Fault Detection in Statistical Process Control of Industrial Processes. Applications and Reviews, May 2000,30(2): 281-289.
    [55] Wang L R, Rowlands H. A Fuzzy Logic Application in SPC Evaluation and Control. In 7th IEEE International, Conference on Emerging Technology and Factory Auto , mation, Barcelona, Spain, 1999: 679-684.
    [56] Gary S. Wasserman An Adaptation of the EWMA Chart for Short Run SPC. INT.PROD.RES. 1995,33(10).
    [57] Lucas J.M. Combined Shewhart CUSUM Quality. Journal of Quality Technology, 1982, 14(2): 51-59.
    [58] Irini Efthimiadu, Ming Tham T.,Adam Adgar and Chris S.Cox Integrating Statistical and Engineering Control Techniques. Measurement & Control, April 1995,28:78-82.
    [59] Douglas C. Montgomery el al. Integrating Statistical Process Control and Engineering Process Control. Journal of Quality Technology, April 1994,26(2):79-87.
    [60] Timothy M. Young, Paul M. Winistorfer and Siqun Wang, Multivariate Control Charts of MDF and OSB Vertical Density Profile Attributes. Forest Products Journal, May 1999,49(5):79-86.
    [61]袁哲俊,徐忡,马玉林面向ATM生产环境的EWMA质量控制图,哈尔滨工业大学学报,2000年2月,第32卷,第一期:45-50。
    [62]李刚,王霄,蔡兰 基于专家系统的统计质量智能控制,江苏理工大学学报(自然科学版),2000年3月,第21卷,第2期:44-48。
    [63]樊树海,肖田元,乔桂秀,羌磊,陈晓峰基于EWMA的计算机辅助质量控制系统,航空精密制造技术,2001年10月,第37卷,第5期:20-23。
    [64]Maria Elena Nenni Improving SPC up to a One Tolerance Limit Driven Methodology.
    [65]高清,马玉林,程子建,方淑芬多品种小批量生产质量控制图的研究,哈尔滨工业大学学报,1997年2月,第29卷,第一期:53-55。
    [66]李跃波合成控制图,数理统计与管理,2001年,第20卷,第5期:31-33。
    [67]姜永康残差EWMA-图对平稳自回归过程数据的检验能力,应用数学与计算数学学报,2000年12月,第14卷,第2期:24-32。
    [68] Scott A. Vander Wiel, William T. Tucker, Frederick W. Faltin, and Necip Doganaksoy Algorithmic Statistical Process Control: Concepts and an Application. Technometrics, August 1992, 34(3): 286-297.
    [69] Peter Twigg , and Malcolm Thomson The Application of SPC Techniques to Loop Control at a Supervisory Level. Measurement & Control, April 1995,28: 83-89.
    [70] George Box, and Tim Kramer, Statistical Process Monitoring and Feedback Adjustment梐 Discussion. Technometrics, August 1992,34(3): 251-267.
    [71]王涛,张伟良,冯重熙 嵌入式系统硬件抽象层的原理与实现,电子技术应用,2001年第10期:26-28。
    [72]徐仲,马玉林,袁哲俊面向柔性自动化的成组统计质量控制技术,高技术通讯,2000年8月:64-66。
    [73]罗振璧等 制造过程质量控制中误差流理论的研究,机械工程学报,1995年8月,第31卷,第4期:62-69。
    [74]乐清洪,张庆丰,张锋铭,朱名铨 过程质量控制新方法研究,航空精密制造技术,2000年10月,第36卷,第5期:19-23。
    [75] Junghui Chen,Kun-Chih Liu On-line Batch Process Monitoring Using Dynamic PCA and Dynamic PLS Model.Chemical Engineering Science,2002,57:63-75.
    [76]陈庆新,毛宁,陈秋扬,刘霞基于分层递阶模型的质量控制系统,中国机械工程,1999年3月,第10卷,第3期:279-282。
    [77]杨旭,马玉林,杨晓慧基于小批量生产的统计质量控制,计算机集成制造系统,2001年12月,第7卷,第12期:62-64。
    [78] Geoege E. P. Box,David E. Coleman,Robert V. Baxley A Comparison of Statistical Process Control and Engineering Process control. Journal of Quality Control, April 1997,29(2):128-130.
    [79] Morton Klein Two Alternatives to the Shewhart X Control Chart. Journal of Quality Control, October 2001,32(4):427-431.
    [80] Robert L. Mason, Youn-Min Chou, John C. Young Applying Hotelling's T~2 Statistical to Batch Processes. Journal of Quality Control, 2001,33(4): 466-479.
    [81] Hassen Taleb, Mohamed Liman On Fuzzy and Probabilistic Control Charts,
    [82] Chen A. and Elsayed E.A. An alternative mean estimator for processes monitored by spc charts. International Journal of Production Research, 2000, 38(13): 3093-3109.
    [83] Crowder S.V. An SPC model for short production runs: Minimizing expected cost. Technometrics, 1992, 34(1): 64-73.
    [84] Del Castillo E. and Hurwitz A. Run to run process control: a review and some extensions. Journal of Quality Technology, 1997,29(2): 184-196.
    [85] Ingolfsson A. and Sachs E. Stability and sensitivity of an EWMA controller. Journal of Quality Technology, 1993,25(4) : 271-287.
    [86] Jiang W. and Tsui K. L. An economic model for integrated APC and SPC control charts. IIE Transactions, 2000, 32(6): 505-513.
    [87] Kalman R.E. A new approach to linear filtering and prediction problems. Transaction ASME Journal of Basic Engineering, 1960,82:35-45.
    [88]Kelton W.D, Hancock W.M., and Bischak D.P. Adjustment rules based on quality control charts. Int. J. Prod. Res., 1990, 28(2): 365-400.
    [89] Taguchi G. Quality engineering in Japan. Commu. Statist. Theory Meth. ,1985,14:2785-2801.
    [90] Del Castillo E. and Montgomery D.C. Short-Run Statistical Process Control: Q-Chart Enhancements and Alternative Methods. Quality and Reliability Engineering International, 1994,10: 87-97.
    [91] Wiklund S.J. Estimating the process mean when using control charts. Economic Quality Control, 1992,7: 105-120.
    [92] Do K. and Mclachlan G.J. Estimation of Mixing Proportions : A Case Study. Applied Statistics, 1984,33: 134-140.
    [93] Evans M.E. and Hubble N.F. A Case Study of Family Formation for Statistical Process Control in Small-Batch Manufacturing: Presentation and Discussion with Questions and Answers, Society of Manufacturing Engineers, Dearborn, Michigan.
    [94] Foster G. K. Implementing SPC in Low Volume Manufacturing. ASQC Quality Congress Transactions, Dallas, 1988: 261-267.
    [95]魏世孝,周献中 《多属性决策理论方法及其在C31系统中的应用》,北京:国防工业出版社,1998年1月。
    [96] Hwang C. L. and Yoon K. Multiple Attribute Decision Making. Heidelberg: Springer-Verlag, 1981.
    [97] Lai Y. J. and Hwang C.L. Fuzzy Multiple Objective Decision Making, Heidelberg: Springer-Verlag, 1994.
    [98] Lin Y. J. , Lai Y. J. and Chang S.I. Short-Run Statistical Process Control: Multicriteria Part Family Formation. Quality and Reliability Engineering International, 1997, 13( 1): 9-24.
    [99] Wiklund S.J. Adjustment strategies when using Shewhart charts. Economic Quality Control, 1993,8:3-21.
    [100] Ng C.H. and Case K.E. Control Limits and the ARL: Some Surprises, Proceedings of the First Industrial Engineering Research Conference, 1992: 127-129.
    [101] Woodall W.H. and Adams B.M. The statistical design of CUSUM charts. Quality Engineering, 1993,5(4): 559-570.
    [102] C.M. Wright, D.E. Booth, and M.Y. Hu. Joint estimation: SPC Method for Short-Run Autocorrelated Data. Journal of Quality Technology, 2001,33(3):365-378.
    [103] 杨位钦,顾岚 《时间序列分析与动态数据建模》,北京:北京理工大学出版社,1988年12月。
    [104] 于涛 《工序质量控制系统研究》,经济管理出版社,2002年6月。
    [105] 周祖德 《基于网络环境的智能控制》,北京:国防工业出版社,2004年1月。
    [106] 卢秉恒,王永信,顾崇衔 单件、小批量加工质量的统计方法-加权统计分析法,《CIMS会议论文集》,1994。
    [107] Dessouky M I. et al. A Methodology for integrated quality systems of Engineering for industry. A.S.M.E. ,1987,109: 241-247.
    [108] 王成斌著.《多元质量控制》.北京:宇航出版社,1990:136
    [109] Luce'no A. Performance of EWMA versus last observation for feedback control.Commu. Statist. - Theory Meth., 1993,22(1):241-255.
    [110] MacGregor J.F. On-line statistical process control. Chemical Engineering Progress,
     Oct. 1988:21-31.
    [111] Lu C. and Reynolds M.R., Cusum charts for monitoring an autocorrelated processes. Journal of Quality Technology, 2001,33(3):316-334.
    [112] Lu C. and Reynolds M.R. EWMA control charts for monitoring the mean of autocorrelated processes. Journal of Quality Technology, 1999,31(2): 166-188.
    [113] Robbins H. and Monro S. A stochastic approximation method. Annals of Mathematical Statistics, 1951,22(3):400-407.
    [114] Kelton W.D., Hancock W.M. and Bischak D.P. Adjustment rules based on quality control charts. Int. J. Prod. Res., 1990,28(2):365-400.
    [115] Grubbs F.E. An optimum procedure for setting machines or adjusting processes. Industrial Quality Control, July, 1954. reprinted in Journal of Quality Technology, 1983,15(4): 186-189.
    [116] Del Castillo E. Statistical Process Adjustment for Quality Control. New York: John Wiley & Sons, Inc., 2002.
    [117] Del Castillo E. A note on two process adjustment models. Quality and Reliability Engineering International, 1998,14(1):23-28.
    [118] Box G.E.P.and MacGregor J.F. Parameter estimation with closed-loop operating data. Technometrics, 1976,18(4):371-384.
    [119] Box G.E.P. and Kramer T. Statistical process monitoring and feedback adjustment - a discussion. Technometrics, 1992,34(3):251-267.
    [120] Atienza O. O., Tang L. C, and Ang B. W. A SPC procedure for detecting level shifts of autocorrelated processes. Journal of Quality Technology, 1998,30(4):340?51.
    [121] Adams B.M. and Woodall W.H. An analysis of Taguchi's on-line process control procedure under a random-walk model. Technometrics, 1989,31(4):401?13.
    [122] Alwan L.C. and Roberts H.V. Time-series modelling for statistical process control. Journal of Business and Economic Statistics, 1988,6(1 ):87?5.
    [123] 陆增援,沈文博,王砚方 嵌入式系统及其邮箱通信的实现,计算机工程,2003年1月,第29卷,第1期:234-236。
    [124] 金宏,王宏安,王强,戴国忠 改进的最小空闲时间优先调度算法,Journal of Software.Aug.2004,15(8):1116-1123.
    [125] Frank Vahid and Tony Givargis Embedded System Design: A Unified Hardware/Software Introduction, New York: John Wiley & Sons, 2002. http://www.cs.ucr.edu/content/esd/
    [126] 粟大超,宋光德,靳世久 嵌入式系统的Internet互联技术,2002,Http://www.ccuagongkong.com.cn.
    [127] Russell .A., Robertson D.G., Lee J.H., Ogunnaike B.A. Model-based quality monitoring of batch and semi-batch processes. Journal of Process Control, 2000,10: 317-332.
    [128] Harriet Black Nembhard and Ming Shukao A Forecast-Based Monitoring Methodology for Process Transitions. Quality and Reliability Engineering International, 2001,17: 307-321.
    [129] Bissell A. F. Cusum Techniques for Quality Control. Applied Statistics. 1969,18: 1-30,.
    [130] Rubinstein R.Y. Simulation and Monte Carlo Methods. New York: John Wiley-Sons,1981.
    [131] Argon Chen and Ruey-Shan Guo Age-Based Double EWMA Controller and Its Application to CMP Processes. IEEE Transactions On Semiconductor Manufacturing, 2001,
     14(1): 11-19.
    [132] Box G. and Luceno A. Discrete proportional-integral adjustment and statistical process control, Journal of Quality Technology. 1997,29(3) :248-260.
    [133] Tseng S. and Adams B. M. Monitoring autocorrelated processes with an exponentially weighted moving average forecast, Journal of Statistical Computation and Simulation, 1994,50: 187-195.
    [134] David A. Nembhard and Harriet Black Nembhard A Demerits Control Chart for Autocorrelated Data. Quality Engineering, 2001,13(2): 179-190.
    [135] 吴晓蓉,汪乐,涂时亮互连网技术在嵌入式系统中的实现,计算机工程,2001年4月,第27卷,第4期:1-4。
    [136] 基于Internet的质量控制系统的开发,电子技术与质量设计,2002年第一期。
    [137] 基于Internet测控系统-网络化仪器,2003年1月,http://www.c114.net.
    [138] Spencer Graves, Soren Bisgaard, and Murat Kulachi. A Bayesian EWMA for Mean and Variance,2004, http://www.prodsvse.com/EWMA%20for%20Mean%20and%20Variance.pdf.
    [139] LedolterJ. Statistical Process Control. New York: John Wiley and Sons, 1999,12.
    [140] Chen W W, Herrin G. Equal probability control charts. Pro. 6th Annu. Ind. Eng. Res. Conf, Miami Beach, May 1997: 60-65
    [141] 杨鸿鹏,郭建军,林志航.计算机辅助质量数据采集分析系统的研制与应用.测试技术学报.1996,第16卷,第17期。 .
    [142] 张公绪主编,《两种质量诊断理论及其应用》,北京:科学出版社,2000。
    [143] 张根宝主编,《现代质量工程》,北京:机械工业出版社,2000。
    [144] 余忠华,殷建军,吴昭同 工序相似性分析及其在SPC方法中的应用研究,系统工程理论与实践,2002年,第24卷,第11期:6-10。
    [145] Del Castillo E. Statistical Process Adjustment for Quality Control. New York: John Wiley & Sons, Inc., 2002.
    [146] Trietsch D. The harmonic rule for process setup adjustment with quadratic loss. Journal of Quality Technology, 1998,30(1):75-84.
    [147] Trietsch D. Process setup adjustment with quadratic loss. IIE Transactions, 2000,32(4):299-307.
    [148] Ruhhal N.H., Runger G.C., and Dumitrescu M. Control charts and feedback adjustments for a jump disturbance model. Journal of Quality Technology, 2000,32(4):379-394.
    [149] 卜祥民,孙静,张公绪基于Bayes分析的小批量生产质量控制与诊断,北京:工业大学学报,1998年6月,第20卷,第6期:599-603。
    [150] 黄娈,黎福海,刘亚键 一种基于链路层的蓝牙鉴权机制的原理与应用,现代电子技术,2002年第9期:65-67。
    [151] Bluetooth Security Architecture,Version 1,July,15,1999.
    [152] 金纯,许光辰,孙睿《蓝牙技术》,北京:电子工业出版社,2001年。
    [153] 邹益仁,马增良,蒲维《现场总线控制系统的设计与开发》,北京:国防工业出版社,2003年。
    [154] 马国华 《监控组态软件及其应用》,北京:清华火学出版社,2001年。
    [155] Samuel Kotz,吴喜之《现代贝叶斯统计学》,北京:中国统计出版社,2000年。
    [156] 茆诗松,王静龙,濮晓龙《高等数理统计》,北京:高等教育出版社,施普林格出
     版社,1998年。
    [157] Jonas Berge.Fieldbus Control System.Advances in Instrumentation and Control,1996,51.
    [158】 刘豹 《现代控制理论》,北京:机械工业山版社,1983年。
    [159】 张曙,《中国制造企业怎样进入二十一世纪》,国防工业出版社,1997
    [160] 陶必悦,周有华,我国轴承产品及其关键技术发展预测(之一),轴承工业,2000年,9月.
    [161] Stumpff Milton A.Statistical process control will improve your quality and profits,Ceramic Engineer and Science and Reliability Engineering International,1991,7:437-448.
    [162] 刘玉民主编,《轴承磨工机能》,机械工业出版社,1990
    [163] Analog Device Datasheet,Universal LVDT Signal Conditioner AD698,2002。
    [164] Bjork A.Numerical Methods for Least Squares Problem.Society for Industrial and Applied Mathematics.Philadelphia,PA,1996.
    [165] P.R.贝文顿 《数据处理和误差分析》,知识出版社,1986年
    [166] 何仁斌 《MATLAB6工程计算及应用》,重庆大学出版社,2001年。
    [167] Grubbs F. E. Error of measurement precision, accuracy and the statistical comparison of measuring instruments[J], Technometrics, 1973, 15(2):53-66
    [168] Mandel J. Repeatability and reproducibility. Journal of Quality Technology, 1972, 4(2):74-85.
    [169] 克莱斯勒汽车公司,福特汽车公司,通用汽车公司 《测量系统分析》,中国汽车技术研究中心编译,1997年6月。
    [170] 宋明顺主编 《测量不确定度评定与数据处理》,中国计量山版社,2000年
    [171] Western Electric Statistical Quality Control Handbood, Select Code 700-444,Indianapolis, Indiana: 84-91.
    [172] Ingram David J., Taylor Wayne A. Measurement system analysis. Annual Quality Congress Transactions 1998. ASQ, Milwaukee, WI, USA.: 931-941.
    [173] Wieringa J.E. Statistical Process Control for Serially Correlated Data. Netherland: Labyrint Publication, 1999.
    [174] MacGregor J. F A different view of the funnel experiment. J. Qual. Technol. 1999, 22:255-259.
    [175] 文成林,周东华《多尺度估计理论及其心用》,北京:清华大学出版社,2002年9月。
    [176] 秦永元等《卡尔曼滤波与组合导航原理》,西安:西北T业大学出版社,1998年。
    [177] Ryan T.P. Discussion. Journal of Quality Technology, 1991, 23(3):200-202.
    [178] Deming W.E. Out of the Crisis. MIT, Center for Advanced Engineering Study,Cambridge, Mass., 1994.
    [179] Roberts S. W. Control chart tests based on geometric moving averages. Technometrics, 1959,1(3): 239-250.

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