Abstract
This study presents an in-depth evaluation of fourteen distinct ranked-set sampling methodologies employed to enhance the efficacy of Shewhart-type dispersion charts in identifying persistent shifts in underlying industrial processes. Despite the widespread use of Shewhart-type control charts under simple random sampling for monitoring process dispersion parameters, the efficiency of these dispersion charts under ranked-set sampling procedures has been largely overlooked. Through comprehensive simulation exercises, we obtained the run-length characteristics of the proposed charts, thereby laying a foundation for the comparative analysis of different sampling strategies. Our findings emphasize the superior performance of modified neoteric ranked-set sampling, which consistently outperformed the other techniques in all tested scenarios. Furthermore, we included an example to reinforce the significance and utility of the proposed methodologies in real-world industrial settings. This study provides additional results for optimal statistical control processes, highlighting the potential of ranked-set sampling approaches for enhancing process monitoring mechanisms.
| Original language | English |
|---|---|
| Article number | 115680 |
| Journal | Journal of Computational and Applied Mathematics |
| Volume | 441 |
| DOIs | |
| State | Published - 15 May 2024 |
Keywords
- Process dispersion
- Ranked-set sampling
- Run length
- Statistical process monitoring
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