Statistical models and control charts for high-quality processes - Info and Reading Options

"Statistical models and control charts for high-quality processes" Table Of Contents:

• 1- Machine generated contents note: 1.Introduction
• 2- 1.1.Basics of statistical process control
• 3- 1.2.Inadequacies of traditional attribute charts
• 4- 1.3.Need for quality improvement
• 5- 1.4.Common probability distributions in SPC
• 6- 2.Control Charts with Probability Limits
• 7- 2.1.Use of probability limits
• 8- 2.2.Setting up a control chart based on probability limits
• 9- 2.3.Probability limits for improvement detection
• 10- 2.4.Limitations with probability limits 3.Cumulative Count of Conforming (CCC) chart
• 11- 3.1.The basic idea
• 12- 3.2.Setting up the CCC chart
• 13- 3.3.Decision-making related to CCC chart
• 14- 3.4.CCC chart for grouped measurement
• 15- 3.5.Some comparisons with 3-sigma limits
• 16- 3.6.Cumulative quantity control (CQC) chart
• 17- 4.Process Improvement Detection
• 18- 4.1.Potential for process improvement
• 19- 4.2.Using CCC chart for process improvement
• 20- 5.Modified Implementation of Geometric Chart
• 21- 5.1.Optimum limits for maximum average run length
• 22- 5.2.Chart based on transformations
• 23- 5.3.A conditional decision procedure
• 24- 5.4.Effects of inspection errors
• 25- 5.5.Effects of estimated control limits
• 26- 6.Some Extensions to the Geometric Model
• 27- 6.1.Negative binomial control chart
• 28- 6.2.Modified Poisson model
• 29- 6.3.A Markov model for dependent counts
• 30- 6.4.A model for correlated attribute processes
• 31- 6.5.Some issues for further research 7.CUSUM and EWMA Procedures
• 32- 7.1.General CUSUM procedure
• 33- 7.2.CUSUM with CCC data
• 34- 7.3.Basics of EWMA charts
• 35- 7.4.EWMA with CCC data 8.Monitoring of Multiple Process Characteristics
• 36- 8.1.Need and approaches for multiple characteristics
• 37- 8.2.Multivariate np (Mnp) by weighted average
• 38- 8.3.A chart with multinomial distribution
• 39- 8.4.Some issues for further research
• 40- 9.Economic Design of Geometric Chart
• 41- 9.1.The Lorenzen and Vance model for economic design
• 42- 9.2.Economic design of CCC chart
• 43- 9.3.Economic-statistical design of CCC chart
• 44- 9.4.Some further extensions
• 45- 10.Monitoring and Adjustment of Trended Processes
• 46- 10.1.Adjustment for process improvement
• 47- 10.2.Interpretation of traditional Shewhart chart
• 48- 10.3.Modification of process capability indices
• 49- 10.4.Cost consideration and decision making.

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