Design for Six Sigma: Design Optimization: Taguchi's Robust Parameter Design
Here is a chapter from an updated Design for Six Sigma, Second Edition, which has extensive new chapters and learning modules on innovation, lean product development, computer simulation, and critical parameter management--plus new thread-through case studies. This updated edition provides unrivalled real-world product development experience and priceless walk-throughs that help you choose the right design tools at every stage of product and service development. The book includes detailed directions, careful comparisons, and work-out calculations that make every step of the Design for Six Sigma process easier.
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Taguchis Robust Parameter Design 143 Loss Function and SignaltoNoise Ratio
Taguchis Robust Parameter Design 144 Noise Factors and InnerOuter Arrays
Taguchis Robust Parameter Design 145 Parameter Design for SmallertheBetter Characteristics
Taguchis Robust Parameter Design 146 Parameter Design for NominaltheBest Characteristics
Taguchis Robust Parameter Design 147 Parameter Design for LargertheBetter Characteristics
Adjusted SS Analysis of Variance BP SS DD color density compound noise factors confirmation experi control factor level design parameters DF Seq SS Example experimental run F at level factor level combination Figure following ANOVA table inner array interactions Level 1 Level main-effects chart maximizing S/N mean shot weight MINITAB noise factor levels nominal value Nominal optimal factor level orthogonal array outer array output quality characteristic output response observations Percentage contribution plot—LS means Probability density function Pulloff Force quality loss function reduce Var(Y replicates robust parameter design RT,on S/N ratio Select control factors signal-to-noise ratio Six Sigma smaller-the-better characteristics smaller-the-better quality Sony Japan Source DF Seq sources of variation SS Adj SS SS for Tests Taguchi method Taguchi parameter design Taguchi’s parameter Taguchi’s robust parameter target value Tests Source DF three compounded noise tolerance design transfer function value Nominal value variation of design Wheatstone bridge