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9780521551755

Statistical Energy Analysis: An Overview, with Applications in Structural Dynamics

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  • ISBN13:

    9780521551755

  • ISBN10:

    0521551757

  • Format: Hardcover
  • Copyright: 1997-03-13
  • Publisher: Cambridge University Press

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Summary

This volume provides an up-to-date overview of statistical energy analysis and its applications in structural vibration. Statistical energy analysis is a powerful method for predicting and analysing the vibrational behaviour of structures. Its main use is for structures that can be considered as assemblies of interconnected subsystems which are subject to medium to high frequency vibration sources. This volume brings together nine articles by experts from around the world. The opening chapter gives an introduction and overview of the technique describing its key successes, potential and limitations. Following chapters look in more detail at a selection of cases and examples which together illustrate the scope and power of the technique. This book is based on a Royal Society Philosophical Transactions issue under the title 'Statistical Energy Analysis', but an extra chapter, by Chohan, Price, Keane and Beshara, discussing nonconservatively coupled systems is included in this edition.

Table of Contents

Frank J. Fahy
Statistical energy analysis: a critical overview
1(18)
M. Heckl
M. Lewit
Statistical energy analysis as a tool for quantifying sound and vibration transmission paths
19(16)
C. Cacciolati
J. L. Guyader
Measurement of SEA coupling loss factors using point mobilities
35(12)
Jerome E. Manning
Formulation of SEA parameters using mobility functions
47(12)
Robin S. Langley
Ahmet N. Bercin
Wave intensity analysis of high frequency vibrations
59(12)
K. H. Heron
Advanced statistical energy analysis
71(10)
D. J. Allright
M. Blakemore
P. R. Brazier-Smith
J. Woodhouse
Vibration transmission through symmetric resonant couplings
81(14)
C. S. Manohar
A. J. Keane
Statistics of energy flows in spring-coupled one-dimensional subsystems
95(18)
M. Beshara
G. Y. Choman
A. J. Keane
W. J. Price
Statistical energy analysis of nonconservatively coupled systems
113

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