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ISBN10: 0071501363 | ISBN13: 9780071501361
ISBN10: 0071501363
ISBN13: 9780071501361
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Vibration, excessive noise and other dynamics-related problems that limit or prevent operation are a major manufacturing concern in airplanes, auto crankshafts, home appliances, etc. This detailed monograph provides in-depth coverage of state-of-the-art vibration analysis techniques used to prevent design and operational malfunction. * Torsional vibration mathematical modeling * Forced response analysis * Vibration measurement methods and monitoring * Application case studies * SI units used throughout
Chapter 1. IntroductionChapter 2. Definitions and UnitsChapter 3. Rotating Machinery Torsional CharacteristicsChapter 4. Torsional Damping CharacteristicsChapter 5. Torsional Vibration Mathematical Modeling Chapter 6. Torsional Vibration Finite ElementsChapter 7. Torsional Natural Frequencies and Mode ShapesChapter 8. Forced Response AnalysisChapter 9. Application Case StudiesChapter 10. Torsional FatigueChapter 11. Machine Torsional Vibration Design RulesChapter 12. Machine Design Modification StrategiesChapter 13. Torsional Vibration Measurement Methods & MonitoringAPPENDIX A: MATHEMATICAL MODEL FOR A GEARED SYSTEMAPPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
Chapter 3. Rotating Machinery Torsional CharacteristicsChapter 4. Torsional Damping CharacteristicsChapter 5. Torsional Vibration Mathematical Modeling Chapter 6. Torsional Vibration Finite ElementsChapter 7. Torsional Natural Frequencies and Mode ShapesChapter 8. Forced Response AnalysisChapter 9. Application Case StudiesChapter 10. Torsional FatigueChapter 11. Machine Torsional Vibration Design RulesChapter 12. Machine Design Modification StrategiesChapter 13. Torsional Vibration Measurement Methods & MonitoringAPPENDIX A: MATHEMATICAL MODEL FOR A GEARED SYSTEMAPPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
Chapter 5. Torsional Vibration Mathematical Modeling Chapter 6. Torsional Vibration Finite ElementsChapter 7. Torsional Natural Frequencies and Mode ShapesChapter 8. Forced Response AnalysisChapter 9. Application Case StudiesChapter 10. Torsional FatigueChapter 11. Machine Torsional Vibration Design RulesChapter 12. Machine Design Modification StrategiesChapter 13. Torsional Vibration Measurement Methods & MonitoringAPPENDIX A: MATHEMATICAL MODEL FOR A GEARED SYSTEMAPPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
Chapter 7. Torsional Natural Frequencies and Mode ShapesChapter 8. Forced Response AnalysisChapter 9. Application Case StudiesChapter 10. Torsional FatigueChapter 11. Machine Torsional Vibration Design RulesChapter 12. Machine Design Modification StrategiesChapter 13. Torsional Vibration Measurement Methods & MonitoringAPPENDIX A: MATHEMATICAL MODEL FOR A GEARED SYSTEMAPPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
Chapter 9. Application Case StudiesChapter 10. Torsional FatigueChapter 11. Machine Torsional Vibration Design RulesChapter 12. Machine Design Modification StrategiesChapter 13. Torsional Vibration Measurement Methods & MonitoringAPPENDIX A: MATHEMATICAL MODEL FOR A GEARED SYSTEMAPPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
Chapter 11. Machine Torsional Vibration Design RulesChapter 12. Machine Design Modification StrategiesChapter 13. Torsional Vibration Measurement Methods & MonitoringAPPENDIX A: MATHEMATICAL MODEL FOR A GEARED SYSTEMAPPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
Chapter 13. Torsional Vibration Measurement Methods & MonitoringAPPENDIX A: MATHEMATICAL MODEL FOR A GEARED SYSTEMAPPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
APPENDIX B: MATHEMATICAL DERIVATION OF TORSION PARAMETERSAPPENDIX C: INTRODUCTION TO VIBRATION ANALYSISAPPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
APPENDIX D: INTRODUCTION TO MATRIX ALGEBRAAPPENDIX E: TORSIONAL VIBRATION COMPUTER PROGRAM LISTINGREFERENCESINDEX
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