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Design of experiments using the Taguchi approach : 16 steps to product and process improvement / Ranjit K. Roy.
LIBRA TS156 .R688 2001 text + CD-ROM
Available from offsite location
- Format:
- Book
- Author/Creator:
- Roy, Ranjit K., 1947-
- Language:
- English
- Subjects (All):
- Quality control--Statistical methods.
- Quality control.
- Taguchi methods (Quality control).
- Experimental design.
- Physical Description:
- xv, 538 pages : illustrations ; 24 cm + 1 CD-ROM (4 3/4 in.)
- Place of Publication:
- New York : Wiley, [2001]
- System Details:
- System requirements for accompanying CD-ROM: Windows 3.1 or higher.
- Summary:
- Accompanying CD-ROM contains ... "Qualitek-4: automatic design & analysis of Taguchi experiments (full featured working model - demo); all the examples, exercise solutions, and case studies in the book."--CD-ROM label.
- Contents:
- DOE Application Skills 1
- Quick Step Summary 3
- Step 1. Design of Experiments and the Taguchi Approach 8
- Overview of Design of Experiments and the Taguchi Approach 8
- What Is Design of Experiments? 9
- Who Is Taguchi? 9
- Why Is Taguchi's Name Associated with DOE Today? 10
- What's New? 10
- New Philosophy and Attitude Toward Building Quality 10
- New Way to Measure Cost of Quality 14
- New Disciplines 15
- Simpler and Standardized Experiment Design Technique 18
- What Is DOE All About? 19
- Where Should DOE Be Applied? 21
- What Types of Industries Can Benefit from DOE? 21
- Who Should Benefit Most from DOE? 21
- Step 2. Definition and Measurement of Quality 25
- Performance Evaluation and Measurement 25
- Process View of System under Study 26
- Types of Results 29
- Evaluations for Comparison 30
- Setting Up Qualitek-4 Software in Your Computer 33
- Copying Example Experiment Files to the QT4 Program Directory 37
- Running the QT4 Program 37
- Comparison of Individual Performances 40
- Comparison of Group Performances 40
- Measuring Variations with Mean-Squared Deviation 41
- Using QT4 for MSD Calculation 44
- Results Comprising Multiple Criteria of Evaluation 50
- OEC Formulation 53
- Rationale for the OEC Formula 54
- Calculating OEC Using QT4 55
- Things to Remember When Using QT4 OEC Capabilities 57
- Step 3. Common Experiments and Methods of Analysis 65
- Why Experiment? 65
- Language of Experiments 66
- Investigating One Factor at a Time 70
- Finding the Desirable Factor Level from Multilevel Experiments 74
- Investigating Several Factors One at a Time 75
- Lack of Reproducibility 78
- Assessing the Status of Performance from Multiple Sample Tests 79
- Step 4. Experimental Design Using Orthogonal Arrays 95
- Experiments with Multiple Factors 95
- Experiments That Look At All Possible Factor Combinations 96
- Shortcuts to Design of Experiments 99
- Properties of Orthogonal Arrays 99
- Orthogonal Properties of Arrays 100
- Common Orthogonal Arrays and Their Special Properties 102
- Using Orthogonal Arrays to Design Experiments 103
- Experiment Planning: First Step in DOE Application 110
- Completing Experiments as Planned 115
- Case Study 4.1: Part Strength Study 115
- Step 5. Experimental Design with Two-Level Factors Only 136
- Two Ways to Use an L-4 Orthogonal Array 136
- Four Ways to Use an L-8 Orthogonal Array 143
- Four Ways to Use an L-12 Orthogonal Array 157
- Four Ways to Use an L-16 Orthogonal Array 159
- Sixteen Ways to Use an L-32 Orthogonal Array 161
- Improved Reproducibility with Orthogonal Array Experiments 162
- Analytical Verification of Orthogonal Array Experiments 165
- Step 6. Experimental Design With Three- and Four-Level Factors 172
- Three Ways to use an L-9 Orthogonal Array 172
- Over Six Ways to Use an L-18 Orthogonal Array 179
- Six Ways to Use an L-27 Orthogonal Array 186
- Four Ways to Use a Modified L-16 Orthogonal Array 193
- Nine Ways to Use a Modified L-32 Orthogonal Array 198
- Step 7. Analysis of Variance 207
- Two Parts of the Analysis 207
- Part I Simple Analysis 207
- Part II Analysis of Variance 208
- Why Perform ANOVA? 208
- ANOVA Calculation Strategy 209
- Degrees of Freedom 211
- Confidence Level and Confidence Interval 223
- ANOVA Utilities 224
- Error Term 224
- Test of Significance 226
- Experimenters: Be Aware 233
- Step 8. Experimental Design for Studying Factor Interaction 240
- What Is Interaction, Anyway? 241
- Forms of Interactions 244
- Sorting Out Interactions between 2 Two-Level Factors 246
- Interaction Design, Analysis, and Correction 249
- Strategy for Experimental Study with Larger Number of Factors 275
- Interactions between Three- and Four-Level Factors 276
- Step 9. Experimental Design with Mixed-Level Factors 285
- How to Determine Which Array to Modify 286
- Review of Array Modification Techniques 301
- Step 10. Combination Designs 319
- Factor-Level Compatibilities 319
- Combination Design Technique 321
- Main Effects of Combined Factors 322
- Step 11. Strategies for Robust Design 336
- Driving Philosophy 337
- Collecting Information about Variation 338
- Experimental Strategy for Robust Design 339
- Formalities of Combining Noise Factors 339
- Preferred Ways to Treat Noise Factors 362
- Step 12. Analysis Using Signal-to-Noise Ratios 369
- Mean-Squared Deviation 370
- Definition of MSD for the Three Quality Characteristics 371
- Recommended Yardstick for Analysis 371
- Benefits and Complexities of Analyses Using S/N Ratios 372
- Calculation of ANOVA Terms 392
- Alternative Form of "Nominal is Best" S/N Ratio 397
- Step 13. Results Comprising Multiple Criteria of Evaluations 405
- Overall Evaluation Criterion 406
- Recommended Analysis Strategy for Multiple Objectives 406
- Step 14. Quantification of Variation Reduction and Performance Improvement 433
- How to Measure and Express Improvement 434
- Interrelationships among Common Distribution Statistics 435
- Expressing Improvements in Terms of Dollars 437
- Estimation of Variation from Known S/N Ratios 444
- Relationship between Gain in S/N and Standard Deviation 447
- Relationship between Gain in S/N and Loss in Dollars 448
- Relationship between Capability Indices and Standard Deviation 449
- Step 15. Effective Experiment Preparation and Planning 465
- Preparation for Experimentation 465
- Project Selection 466
- Team Selection 467
- Planning and Execution of the Experiment 468
- Application and Analysis Checklist 474
- Case Study 16.1 Body Panel Thickness Variation Reduction Study 480
- Case Study 16.2 Window-Cranking Effort Reduction Study 485
- Case Study 16.3 Reduction of Hydrogen Embrittlement in Electroplating 488
- Case Study 16.4 Water-Jet Cutting Process Study 490
- Case Study 16.5 Performance Optimization of an Airbag Inflator 495
- Case Study 16.6 Summary of Laser Welding Process Study 501
- Case Study 16.7 Summary of Paint and Urethane Bond Strength Study 504
- Case Study 16.8 Summary of Finish Turning Process Optimization Study 505
- Case Study 16.9 Driver Comfort Simulation Study 507
- Case Study 16.10 Optimization of Tensile Strength of an Airbag Stitch Seam 509
- Case Study 16.11 Summary of Resistance Spot Welding Study 511
- F-Tables 516
- Common Orthogonal Arrays 518
- Two-Level Orthogonal Arrays and Interactions (Linear Graphs) 518
- Three-Level Orthogonal Arrays 522
- Four-Level Orthogonal Arrays 524
- Linear Graphs for Two-Level Orthogonal Arrays 526
- Practice Session Using Qualitek-4 Software 527
- Special Tasks: Capturing, Pasting, and Cropping QT4 Screens for Reports and Presentations 529
- What's on the Disk 530.
- Notes:
- "A Wiley-Interscience publication."
- Includes bibliographical references (pages 526-527) and index.
- Local Notes:
- Acquired for the Penn Libraries with assistance from the Alumni and Friends Memorial Book Fund.
- ISBN:
- 0471361011
- OCLC:
- 43894329
- Online:
- Contributor biographical information
- Publisher description
- Table of Contents
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