Master the principles of structural dynamics with this comprehensive textbook, in which key concepts are explained through real-world applications. With all the material for a one- or two-semester course, and accompanied by Matlab code, this is the ideal introduction for graduate students in aerospace, mechanical and civil engineering.
Master the principles of structural dynamics with this comprehensive textbook, in which key concepts are explained through real-world applications. With all the material for a one- or two-semester course, and accompanied by Matlab code, this is the ideal introduction for graduate students in aerospace, mechanical and civil engineering.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Peretz P. Friedmannis the François-Xavier Bagnoud Professor of Aerospace Engineering at the University of Michigan, Ann Arbor. He is a former Editor-in-Chief of theAIAA Journal, and was awarded the 2022 Reed Aeronautics Award - the highest honor bestowed by AIAA for notable achievements in aeronautics - as well as the Alexander Klemin Award, the highest honor bestowed by the VFS for advancing the field of vertical flight aeronautics. He is a Fellow of AIAA and an Honorary Fellow of VFS.
Inhaltsangabe
Preface 1. Review: dynamics of SDOF systems 2. Principles of structural dynamics 3. Natural modes of vibration: continuous systems 4. Finite element method and model reduction 5. Natural modes of vibration: discrete systems 6. Damping 7. Dynamic response of structures 8. Structural dynamics of rotating systems 9. Stability and response problems of periodic systems Appendix A: Linear algebra and matrix methods Appendix B: Laplace transforms Appendix C: Gaussian quadrature Appendix D: Pseudocode for describing algorithms Index.
Preface 1. Review: dynamics of SDOF systems 2. Principles of structural dynamics 3. Natural modes of vibration: continuous systems 4. Finite element method and model reduction 5. Natural modes of vibration: discrete systems 6. Damping 7. Dynamic response of structures 8. Structural dynamics of rotating systems 9. Stability and response problems of periodic systems Appendix A: Linear algebra and matrix methods Appendix B: Laplace transforms Appendix C: Gaussian quadrature Appendix D: Pseudocode for describing algorithms Index.
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