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Mechanical vibrations : theory and applications / S. Graham Kelly.

By: Material type: TextTextMason, OH : South-Western, Cengage Learning, 2012Edition: 1st edDescription: xviii, 876 p. : ill. ; 25 cmContent type:
  • text
Media type:
  • unmediated
Carrier type:
  • volume
ISBN:
  • 9781439062142
  • 1439062145
Subject(s): DDC classification:
  • 22 620.3 K.S.M
Online resources:
Contents:
1. Introduction. 2. Modeling of sdof systems. 3. Free vibrations of sdof systems. 4. Harmonic excitation of sdof systems. 5. Transient vibrations of one-degree-of-freedom systems. 6. Two-degree of freedom systems. 7. Modeling of mdof systems. 8. Free vibrations of mdof systems. 9. Forced vibratiobs of mdof systems. 10. Vibrations of continuous systems. 11. Finite element method. 12. Nonlinear vibrations. 13. Random vibrations. APPENDIX A. Unit impulse function and unit step function. APPENDIX B. Laplace transforms. APPENDIX C. Linear algebra. APPENDIX D. Deflections of beams due to concentrated loads. APPENDIX E. Matlab programs.
Summary: Takes an applications-based approach at teaching students to apply previously learned engineering principles while laying a foundation for engineering design. This text offers a review of the principles of dynamics so that terminology and notation are consistent and applies them to derive mathematical models of dynamic mechanical systems.
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Holdings
Item type Current library Collection Call number Status Date due Barcode
Books Books Main library B2 Faculty of Engineering & Technology (Mechanical) 620.3 K.S.M (Browse shelf(Opens below)) Available 00009498

Includes bibliographical references (p. 851-852) and index.

1. Introduction. 2. Modeling of sdof systems. 3. Free vibrations of sdof systems. 4. Harmonic excitation of sdof systems. 5. Transient vibrations of one-degree-of-freedom systems. 6. Two-degree of freedom systems. 7. Modeling of mdof systems. 8. Free vibrations of mdof systems. 9. Forced vibratiobs of mdof systems. 10. Vibrations of continuous systems. 11. Finite element method. 12. Nonlinear vibrations. 13. Random vibrations. APPENDIX A. Unit impulse function and unit step function. APPENDIX B. Laplace transforms. APPENDIX C. Linear algebra. APPENDIX D. Deflections of beams due to concentrated loads. APPENDIX E. Matlab programs.

Takes an applications-based approach at teaching students to apply previously learned engineering principles while laying a foundation for engineering design. This text offers a review of the principles of dynamics so that terminology and notation are consistent and applies them to derive mathematical models of dynamic mechanical systems.

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