Foundation of Statistical Energy Analysis in Vibroacoustics

Informationen zum Autor Graduated in both engineering and mathematics, Alain Le Bot started his career as teacher in mathematics in Institut National Polytechnique Felix Houphouët Boigny, Ivory Coast. Being back in France, he joined EDF as engineer in acoustics. Doctor in acoustics in 1994, he is currently Director of Rechearch at CNRS in the Laboratory of Tribology and Dynamics of Systems and teaches in Ecole centrale de Lyon. His main areas of research concern acoustics, vibration, and tribology. Klappentext The discovery by R.H. Lyon in the sixties showed that sound and vibration flows from `hot' to `cold' bodies as in thermodynamics and aroused a revival of interest in theoretical and applied acoustics. This book is a complete and up-to-date presentation of the statistical theory of sound including the reverberation theory in room acoustics. Zusammenfassung The discovery by R.H. Lyon in the sixties showed that sound and vibration flows from `hot' to `cold' bodies as in thermodynamics and aroused a revival of interest in theoretical and applied acoustics. This book is a complete and up-to-date presentation of the statistical theory of sound including the reverberation theory in room acoustics. Inhaltsverzeichnis 1: Random vibration 2: Mechnical resonators 3: Ensemble of resonators 4: Continuous systems 5: Wave propagation 6: Modal densities 7: Diffuse field 8: Injected power 9: Coupling loss factor 10: Energy balance 11: Energy path 12: Transient phenomena 13: Thermodynamics of sound and vibration

Product details

• Authors: A. Le Bot, A. (Director of Research Le Bot, Le Bot A.
• Publisher: Oxford University Press
• Languages: English
• Product format: Hardback
• Released: 28.05.2015
• EAN: 9780198729235
• ISBN: 978-0-19-872923-5
• No. of pages: 332
• Subjects: Natural sciences, medicine, IT, technology > Physics, astronomy > Mechanics, acoustics; SCIENCE / Physics / General, SCIENCE / Physics / Mathematical & Computational, TECHNOLOGY & ENGINEERING / Acoustics & Sound, SCIENCE / Waves & Wave Mechanics, Mathematical physics, Wave mechanics (vibration & acoustics), Statistical physics, Acoustic & sound engineering, Acoustic and sound engineering, Wave mechanics (vibration and acoustics)