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Process adjustment when using EWMA charts
Following an alarm signal from a control chart it may be necessary to conduct an adjustment to bring the process mean towards a target value. Addresses the problem of how such an adjustment should be made, based on the use of an EWMA control chart, including the special case in which the EWMA is equ...
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Published in: | The International journal of quality & reliability management 1995-03, Vol.12 (2), p.8-27 |
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Main Author: | |
Format: | Article |
Language: | English |
Subjects: | |
Citations: | Items that this one cites Items that cite this one |
Online Access: | Get full text |
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Summary: | Following an alarm signal from a control chart it may be necessary
to conduct an adjustment to bring the process mean towards a target
value. Addresses the problem of how such an adjustment should be made,
based on the use of an EWMA control chart, including the special case in
which the EWMA is equivalent to the Shewhart chart. The distribution of
the EWMA statistic, at the occurrence of an alarm signal, is
approximated by applying a Markov chain approach. This distribution is
used to obtain a maximum likelihood estimator of the process mean.
Adjustment strategies are defined based on the EWMA statistic, the
ML-estimator and a modification of the ML-estimator. Compares the
performance of these adjustment strategies in a simulation study,
although the Shewhart case allowed for a simplified treatment requiring
no simulation. Results indicate that adjustment based on the
ML-estimator provides substantial improvement over the EWMA statistic
when the smoothing constant of the control chart is moderate or high.
When the smoothing constant is given a very low value the EWMA statistic
provides the preferable adjustment strategy. Differences between control
chart designs were less substantial than the differences between
adjustment strategies for a given control chart. |
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ISSN: | 0265-671X 1758-6682 |
DOI: | 10.1108/02656719510080587 |