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Published in:
The Basic Theory of Structure–Borne Noise Read chapter Read first chapter

2021 | OriginalPaper | Chapter

4. WPA for Analyzing Complex Beam Structures

Author : Prof. Chongjian Wu

Published in: Wave Propagation Approach for Structural Vibration

Publisher: Springer Singapore

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Abstract

Beam structures can be abstracted from many engineering practices. The system needs to be simplified and abstracted in order to obtain its basic characteristics.

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previous chapter Analysis of Plate Structure Using WPA Method
next chapter WPA for Analyzing Hybrid Dynamic Systems
Literature
1.
Glandwell GML, Bishop RED (1960) Interior receptances of beams. J Mech Eng Sci 2(1):1–15CrossRef
2.
Pestel EC, Leckie FA (1963) Matrix methods in elasto-mechanics. McGraw-Hill, New York
3.
Lin YK (1969) Dynamics of beam-type periodic structures. J Eng Ind 91(4):1133–1141CrossRef
4.
Jacquot RG, Soedel W (1970) Vibration of elastic surface systems carrying dynamic elements. J Acoust Soc Am 47(5B):1354–1358CrossRef
5.
Dowell EH (1971) Free vibrations of a linear structure with arbitrary support conditions. J Appl Mech 38(3):595–600CrossRef
6.
Hallquist J, Sneyder VW (1973) Linear damped vibratory structures with arbitrary support conditions. ASME J Appl Mech 40:312–313CrossRef
7.
Butkoviskiy AG (1983) Structural theory of distributed system. Halsted Press, Wiley, New York
8.
Yang B (1992) Eigenvalue inclusion principles for distributed gyroscopic systems. ASME DE 37:7–12; J Appl Mech 59(3):650–656
9.
Yang B (1992) Transfer function of constrained/combined one-dimensional continuous dynamic systems. J Sound Vib 156(3):425–443CrossRef
10.
Nicholson JM, Bergman LA (1986) Free vibration of combined dynamical systems. ASME J Appl Mech 112:1–13
11.
Bergman LA, McFARLAND DM (1988) On the vibration of a point-supported linear distributed system. ASME J Vibr, Acoust, Stress Reliab Des 110(4):485–492CrossRef
12.
Wu CJ, White RG (1995a) Vibrational power transmission in a multi-supported beam. J Sound Vib 181(1):99–114CrossRef
13.
Wu CJ, White RG (1995b) Reduction of vibrational power in periodically supported beams by use of a neutralizer. J Sound Vib 187(2):329–338CrossRef
14.
Li TY, Zhang XM (1995) The vibration wave and power flow in a periodical simply supported curved beam. J Huazhong Univ Sci Technol 23(9):112–115
15.
Wu CJ, Yang SZ, Luo DP, Zhu YF (1998) The dynamic response and stress analysis of multi supported elastic beam by use of WPA method. J Huazhong Univ Sci Technol 27(1):69–71
16.
Wu CJ (2002) WPA and its application in structural vibration. Huazhong University of Science and Technology, Wuhan
17.
Mead DJ (1973) A general theory of harmonic wave propagation in linear periodic system with multiple coupling. J Sound Vib 27(3):253–260
18.
Mead DJ, Yaman Y (1990) The harmonic response of uniform beams on multiple linear supports: a flexural wave analysis. J Sound Vib 141(3):465–484CrossRef
Metadata
Title
WPA for Analyzing Complex Beam Structures
Author
Prof. Chongjian Wu
Copyright Year
2021
Publisher
Springer Singapore
Book
Wave Propagation Approach for Structural Vibration

Print ISBN: 978-981-15-7236-4

Electronic ISBN: 978-981-15-7237-1

Copyright Year: 2021

DOI
https://doi.org/10.1007/978-981-15-7237-1_4

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