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Table · dataset · 2026

Data Sheet 1_Monitoring time-between-events data: evaluating the effectiveness of a new control chart.pdf

Listed in figshare and Loughborough Research Repository — shown once because both records carry DOI 10.3389/fams.2026.1894611.s001

<p>This study presents a new cumulative quantity control chart, called the Generalized Rayleigh cumulative quantity control chart (GRCQC-chart), that can be used for monitoring time between events (TBE) data in high-yield manufacturing processes.

Description

It uses the inverse cumulative distribution function of Generalized Rayleigh distribution to construct the control structure so that it can accommodate high-quality manufacturing environments.

Its performance is compared to seven benchmark control charts used for monitoring TBE data. The benchmark charts include cumulative quantity control (CQC)-type charts based on the Exponential, Weibull, Rayleigh, Log-Normal, Gamma, Log-Logistic, and Inverse Gaussian distributions. Performance was evaluated using three indicators: the average run length (ARL), the average extra quadratic loss (AEQL), and the average ratio of ARLs (ARARL).

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The findings indicate that, under the numerical settings investigated, the proposed chart exhibited better performance relative to the benchmark CQC-type charts in lower, upper and both states of the process. This performance may partly reflect the distributional assumption underlying the proposed chart rather than its intrinsic advantages. Therefore, we conducted a robustness study to investigate it.

The results demonstrate that the performance of the proposed chart declines when the underlying distributional assumption is violated. This sensitivity to distributional assumption was observed across all CQC-type charts examined rather than being unique to the proposed chart. Furthermore, we also investigate how Phase I estimation uncertainty propagates into the false-alarm behavior of every chart examined, extending the evaluation from an idealized comparison to one that reflects realistic conditions where the in-control parameters are unknown.

The results of Phase I estimation indicate that increasing the sample size vastly enhances the reliability of the proposed and benchmark control charts. Two case studies further illustrate the practical applicability of the proposed chart.</p>

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figshareoai:figshare.com:article/3397940210 d agoJSON v1
Loughborough Research Repositoryoai:figshare.com:article/3397940210 d agoJSON v1
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