Mechanical Instability /
This book presents a study of the stability of mechanical systems, i.e. their free response when they are removed from their position of equilibrium after a temporary disturbance. After reviewing the main analytical methods of the dynamical stability of systems, it highlights the fundamental differe...
| Autors principals: | , |
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| Format: | text |
| Idioma: | eng |
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London, UK : ISTE ; Hoboken, NJ : Wiley,
2011
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| Matèries: |
| _version_ | 1826449629800038400 |
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| author | Krysinski, Tomasz, author 361293 Malburet, Francois, author 224309 |
| author_facet | Krysinski, Tomasz, author 361293 Malburet, Francois, author 224309 |
| author_sort | Krysinski, Tomasz, author 361293 |
| collection | OCEAN |
| description | This book presents a study of the stability of mechanical systems, i.e. their free response when they are removed from their position of equilibrium after a temporary disturbance. After reviewing the main analytical methods of the dynamical stability of systems, it highlights the fundamental difference in nature between the phenomena of forced resonance vibration of mechanical systems subjected to an imposed excitation and instabilities that characterize their free response. It specifically develops instabilities arising from the rotor–structure coupling, instability of control systems, the self-sustained instabilities associated with the presence of internal damping and instabilities related to the fluid–structure coupling for fixed and rotating structures. For an original approach following the analysis of instability phenomena, the book provides examples of solutions obtained by passive or active methods. |
| first_indexed | 2024-03-05T11:43:16Z |
| format | text |
| id | KOHA-OAI-TEST:464472 |
| institution | Universiti Teknologi Malaysia - OCEAN |
| language | eng |
| last_indexed | 2024-03-05T11:43:16Z |
| publishDate | 2011 |
| publisher | London, UK : ISTE ; Hoboken, NJ : Wiley, |
| record_format | dspace |
| spelling | KOHA-OAI-TEST:4644722022-09-14T05:05:02ZMechanical Instability / Krysinski, Tomasz, author 361293 Malburet, Francois, author 224309 textLondon, UK : ISTE ; Hoboken, NJ : Wiley,2011©2011engThis book presents a study of the stability of mechanical systems, i.e. their free response when they are removed from their position of equilibrium after a temporary disturbance. After reviewing the main analytical methods of the dynamical stability of systems, it highlights the fundamental difference in nature between the phenomena of forced resonance vibration of mechanical systems subjected to an imposed excitation and instabilities that characterize their free response. It specifically develops instabilities arising from the rotor–structure coupling, instability of control systems, the self-sustained instabilities associated with the presence of internal damping and instabilities related to the fluid–structure coupling for fixed and rotating structures. For an original approach following the analysis of instability phenomena, the book provides examples of solutions obtained by passive or active methods.Includes bibliographical references and index.Notions of instability -- Rotor-structure coupling : ground resonance and air resonance examples -- Chain torsion : instability of feedback systems -- Self-exited vibrations -- Fluid-structure interaction.This book presents a study of the stability of mechanical systems, i.e. their free response when they are removed from their position of equilibrium after a temporary disturbance. After reviewing the main analytical methods of the dynamical stability of systems, it highlights the fundamental difference in nature between the phenomena of forced resonance vibration of mechanical systems subjected to an imposed excitation and instabilities that characterize their free response. It specifically develops instabilities arising from the rotor–structure coupling, instability of control systems, the self-sustained instabilities associated with the presence of internal damping and instabilities related to the fluid–structure coupling for fixed and rotating structures. For an original approach following the analysis of instability phenomena, the book provides examples of solutions obtained by passive or active methods.PSZ_JBDynamicsMechanics, AppliedMechanical engineeringStabilityVibrationURN:ISBN:9781848212015 |
| spellingShingle | Dynamics Mechanics, Applied Mechanical engineering Stability Vibration Krysinski, Tomasz, author 361293 Malburet, Francois, author 224309 Mechanical Instability / |
| title | Mechanical Instability / |
| title_full | Mechanical Instability / |
| title_fullStr | Mechanical Instability / |
| title_full_unstemmed | Mechanical Instability / |
| title_short | Mechanical Instability / |
| title_sort | mechanical instability |
| topic | Dynamics Mechanics, Applied Mechanical engineering Stability Vibration |
| work_keys_str_mv | AT krysinskitomaszauthor361293 mechanicalinstability AT malburetfrancoisauthor224309 mechanicalinstability |