Introducing randomness into univariate control chart sampling strategies for enhancing security against cyber‐physical attacks in production systems
- 19 January 2023
- journal article
- research article
- Published by Wiley in Quality and Reliability Engineering International
- Vol. 39 (3) , 853-870
Abstract
With recent technological advancements, production systems have become more susceptible to cyber‐physical attacks. Such attacks can be intelligently designed to both alter product dimensions and avoid detection by current Quality Control (QC) tools. The objective of this work is to assess the performance of random sampling strategies for control charting in detecting cyber‐physical attacks. More specifically, the methodology adopts traditional random sampling approaches used for inspection and applies them to univariate control charts. Different random sampling strategies are discussed and their performances under varying attack scenarios are evaluated. In addition, new control chart performance metrics were developed for a more in‐depth analysis, to guide practitioners in assessing how well these control charts increase their robustness to cyber‐physical attacks.Keywords
Funding Information
- Directorate for Biological Sciences (CMMI‐1436365)
This publication has 18 references indexed in Scilit:
- Implications of Malicious 3D Printer Firmware2017
- Bad Parts: Are Our Manufacturing Systems at Risk of Silent Cyberattacks?IEEE Security & Privacy, 2015
- Trojan Detection and Side-channel Analyses for Cyber-security in Cyber-physical Manufacturing SystemsProcedia Manufacturing, 2015
- Cyber-physical security challenges in manufacturing systemsManufacturing Letters, 2014
- The antifragile organizationCommunications of the ACM, 2013
- Ratio estimation of the population mean using auxiliary information in simple random sampling and median ranked set samplingStatistics & Probability Letters, 2012
- A Framework for Continuous Inspection Plans Using Multivariate Mathematical MethodsQuality and Reliability Engineering International, 2012
- An Evaluation of a GLR Control Chart for Monitoring the Process MeanJournal of Quality Technology, 2010
- CUSUM charts for detecting special causes in integrated process controlQuality and Reliability Engineering International, 2009
- Should Exponentially Weighted Moving Average and Cumulative Sum Charts Be Used With Shewhart Limits?Technometrics, 2005