BS ISO 7870-4:2011:2012 Edition
$215.11
Control charts – Cumulative sum charts
Published By | Publication Date | Number of Pages |
BSI | 2012 | 74 |
PDF Catalog
PDF Pages | PDF Title |
---|---|
9 | Scope Normative references Terms and definitions, abbreviated terms and symbols Terms and definitions |
10 | Abbreviated terms |
11 | Symbols |
12 | Principal features of cumulative sum (cusum) charts |
13 | Basic steps in the construction of cusum charts — Graphical Example of a cusum plot — Motor voltages The process |
14 | Simple plot of results |
15 | Standard control chart for individual results Cusum chart — Overall perspective |
16 | Cusum chart construction |
17 | Cusum chart interpretation Introduction The basics of interpretation of a cusum chart using “imagina |
19 | Interpretation using “actual” data |
20 | Manhattan diagram Fundamentals of making cusum-based decisions The need for decision rules |
21 | The basis for making decisions |
22 | Measuring the effectiveness of a decision rule Basic concepts Example of the calculation of ARL |
24 | Types of cusum decision schemes V˚mask types Truncated V˚mask Configuration and dimensions |
25 | Application of the truncated V˚mask |
27 | Average run lengths |
29 | General comments on average run lengths |
30 | Alternative design approaches |
31 | Semi-parabolic V˚mask |
32 | Snub-nosed V˚mask Full V˚mask |
33 | Fast initial response (FIR) cusum Tabular cusum Rationale |
34 | Tabular cusum method |
35 | Cusum methods for process and quality control The nature of the changes to be detected The size of change to be detected |
36 | “Step” changes Drifting Cyclic Hunting Selecting target values General Standard (given) value as target |
37 | Performance˚based target Cusum schemes for monitoring location Standard schemes |
46 | Standard schemes — Limitations “Tailored” cusum schemes |
47 | Cusum schemes for monitoring variation General Cusum schemes for subgroup ranges |
52 | Cusum schemes for subgroup standard deviations |
55 | Special situations Large between-subgroup variation “One-at-a-time” data |
56 | Serial dependence between observations |
57 | Outliers Cusum schemes for discrete data Event count — Poisson data General |
58 | General cusum decision rules for discrete data Cusum schemes for count data |
59 | Two classes data — binomial data General |
62 | Situation 1: Tp ( 0,1 — Poisson-based |
63 | Situation 2: Tm ( 20 — Normal-based s |