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The Case Against the Use of Synthetic Control Charts
by
Knoth, Sven
in
Conditional and Cyclical Steady-State Average Run Length
/ Conditional Expected Delay
/ Control charts
/ Control limits
/ Design analysis
/ Documents
/ Markov Chain
/ Numerical Solution of Integral Equations
/ Performance evaluation
/ Runs Rules
/ Streams
/ Studies
/ Zero-State Average Run Length
2016
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The Case Against the Use of Synthetic Control Charts
by
Knoth, Sven
in
Conditional and Cyclical Steady-State Average Run Length
/ Conditional Expected Delay
/ Control charts
/ Control limits
/ Design analysis
/ Documents
/ Markov Chain
/ Numerical Solution of Integral Equations
/ Performance evaluation
/ Runs Rules
/ Streams
/ Studies
/ Zero-State Average Run Length
2016
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Do you wish to request the book?
The Case Against the Use of Synthetic Control Charts
by
Knoth, Sven
in
Conditional and Cyclical Steady-State Average Run Length
/ Conditional Expected Delay
/ Control charts
/ Control limits
/ Design analysis
/ Documents
/ Markov Chain
/ Numerical Solution of Integral Equations
/ Performance evaluation
/ Runs Rules
/ Streams
/ Studies
/ Zero-State Average Run Length
2016
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Journal Article
The Case Against the Use of Synthetic Control Charts
2016
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Overview
The synthetic chart principle proposed by Wu and Spedding (2000) initiated a stream of publications in the control charting literature. Originally, it was claimed that the new chart has superior average run length (ARL) properties. Davis and Woodall (2002) indicated that the synthetic chart is nothing else than a particular runs-rule chart. Moreover, they criticized the design of the performance evaluation and advocated use of the steady-state ARL. The latter measure was used then, e.g., in Wu et al. (2010). In most of the papers on synthetic charts that actually used the steady-state framework, it was not rigorously described. See Khoo et al. (2011) as an exception, where it was revealed that the cyclical steady-state design was considered. The aim of this paper is to carefully analyze the steady-state (cyclical and the more popular conditional) for the synthetic chart, the original \"2 of L + 1\" (L < 1) runs-rule chart, and competing EWMA charts with two types of control limits. It turns out that the EWMA chart has a uniformly (over a large range of potential shifts) better steady-state ARL performance than the synthetic chart. Furthermore, the synthetic control chart exhibits the poorest performance among all considered competitors. Thus, we advise not applying synthetic control charts.
Publisher
Taylor & Francis,Taylor & Francis Ltd
Subject
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