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Information Journal Paper

Title

SIMULTANEOUS MONITORING OF MULTIVARIATE PROCESS MEAN AND VARIABILITY IN THE PRESENCE OF MEASUREMENT ERROR WITH LINEARLY INCREASING VARIANCE UNDER ADDITIVE COVARIATE MODEL

Pages

  514-523

Abstract

 In recent years, some researches have been done on SIMULTANEOUS MONITORING of multivariate process mean vector and covariance matrix. However, the effect of measurement ERROR, which exists in many practical applications, on the performance of these control charts is not well studied. In this paper, the effect of measurement ERROR with LINEARLY INCREASING VARIANCE on the performance of ELR control chart for SIMULTANEOUS MONITORING of multivariate process mean vector and covariance matrix is investigated. The multiple measurement approach is also extended to reduce this effect. Also, the performance of the proposed multiple measurement approach is evaluated in terms of average run length (ARL) and standard deviation run length (SDRL). Finally, the application of the proposed monitoring method is illustrated by a real data in manufacturing industry.

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    APA: Copy

    MALEKI, M.R., AMIRI, A., & GHASHGHAEI, R.. (2016). SIMULTANEOUS MONITORING OF MULTIVARIATE PROCESS MEAN AND VARIABILITY IN THE PRESENCE OF MEASUREMENT ERROR WITH LINEARLY INCREASING VARIANCE UNDER ADDITIVE COVARIATE MODEL. INTERNATIONAL JOURNAL OF ENGINEERING, 29(4 (TRANSACTIONS A: BASICS)), 514-523. SID. https://sid.ir/paper/696184/en

    Vancouver: Copy

    MALEKI M.R., AMIRI A., GHASHGHAEI R.. SIMULTANEOUS MONITORING OF MULTIVARIATE PROCESS MEAN AND VARIABILITY IN THE PRESENCE OF MEASUREMENT ERROR WITH LINEARLY INCREASING VARIANCE UNDER ADDITIVE COVARIATE MODEL. INTERNATIONAL JOURNAL OF ENGINEERING[Internet]. 2016;29(4 (TRANSACTIONS A: BASICS)):514-523. Available from: https://sid.ir/paper/696184/en

    IEEE: Copy

    M.R. MALEKI, A. AMIRI, and R. GHASHGHAEI, “SIMULTANEOUS MONITORING OF MULTIVARIATE PROCESS MEAN AND VARIABILITY IN THE PRESENCE OF MEASUREMENT ERROR WITH LINEARLY INCREASING VARIANCE UNDER ADDITIVE COVARIATE MODEL,” INTERNATIONAL JOURNAL OF ENGINEERING, vol. 29, no. 4 (TRANSACTIONS A: BASICS), pp. 514–523, 2016, [Online]. Available: https://sid.ir/paper/696184/en

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