0
RETROSPECTIVE

Structural damping and damped vibration

[+] Author and Article Information
Denys J Mead

Institute of Sound and Vibration Research, University of Southampton, Southampton, SO17 1BJ, UK; DenysMead@aol.com

Appl. Mech. Rev 55(6), R45-R54 (Oct 16, 2002) doi:10.1115/1.1495523 History: Online October 16, 2002

First Page Preview

View Large
First page PDF preview
Copyright © 2002 by ASME
Topics: Damping , Vibration
Your Session has timed out. Please sign back in to continue.

References

Biot MA and Bisplinghoff RL (1944), Dynamic loads on airplane structures during landing, NACA Report ARRL4127.
Williams D (1945), Dynamic loads in aeroplanes under given impulsive loads with particular reference to landing and gust loads on a large flying boat, Royal Aircraft Establishment, Farnborough, UK, Reports SMR 3309 and 3316.
Mead DJ (1951), The damping and dynamic response of aeroplane structures, Thesis submitted for the DCAe degree, College of Aeronautics, Cranfield, Bedford (UK).
Küssner HG (1929), Schwingungen von Flugzeugflügeln, Jahrbuch der deutscher Versuchsanstalt für Luftfahrt (especially Section E3 Einfluss der Baustoff-Dämpfung, pp 319–320).
Kimball  AL and Lovell  DE (1927), Internal friction in solids, Phys. Rev. 30, 948.
Becker E and Foppl O (1928), Dauerversuche zur Bestimming der Festigkeitseigenschaften, Beziehungen zwischen Baustoffdämpfung und Verformungsgeschwindigkeit, VDU Forschunghaft No 304.
Crandall  SH (1970), The role of damping in vibration theory, J. Sound Vib. 11, 3–18.
Ungar EE (1964), Energy dissipation at structural joints: Mechanisms and magnitudes, USAF Report AFFDL-TDR-64-98.
Mead DJ (1979), Prediction of the structural damping of a vibrating stiffened plate, AGARD Conf Proc No 277 Damping Effects in Aerospace Structures, 2.1–2.9.
Pian THH and Hallowell Jr FC (1952), Structural damping in a simple built-up beam, Proc of 1st US National Congress of Applied Mechanics, New York: ASME, 97–102.
Beards  CF (1985), Damping in structural joints, Shock Vib. Dig. 17, 17–20.
Oberst H and Frankenfeld K (1952), Über die Dämpfung der Biegeschwingungen dünner Bleche durch fest haftende Beläge, I. Acustica 2, Akustische Beihefte 4 , 181–194.
Mead  DJ (1960), The effect of a damping compound on jet-efflux excited vibration, Aircraft Eng 32, 64–72.
Johnson  CD and Kienholz  DA (1982), Finite element prediction of damping in structures with constrained viscoelastic layers, AIAA J. 20, 1284–1290.
Markus S, Oravsky V, and Simkova O (1977), Damped Flexural Vibrations of Layered Beams (in Slovak, Timene priecne kmitanie vrstnenych noskinov), Publishing House VEDA, Bratislava.
Mentel TJ (1959), Damping of simplified configurations with additives and interfaces, WADC-Univ of Minnesota Conf on Acoustic Fatigue, USAF WADC Tech Report 59–676.
Eaton DCG and Mead DJ (1961), Interface damping at riveted joints, Part I: Theoretical analysis, USAF ASD Tech Report 61–467, Part I.
Ross D, Kerwin EM, and Ungar EE (1960), Damping of flexural vibrations by means of viscoelastic laminae, Structural Damping, Ch 3, J Ruzicka (ed), Pergamon Press, New York.
Parfitt D and Lambeth D (c 1960), Unpublished internal report, Dept of Physics, Imperial College of Science and Technology, London, UK.
Plunkett  R and Lee  CT (1970), Length optimisation for constrained viscoelastic layer damping, J. Acoust. Soc. Am. 48, 150–161.
Austin EM and Inman DJ (2000), Errors in damping predictions due to kinematic assumptions for sandwich beams, Structural Dynamics-Recent Advances, Proc of 7th Int Conf, Southampton, 515–526.
DiTaranto  RA (1965), Theory of the vibratory bending of a damped sandwich layer in non-sinusoidal modes, Trans. ASME J. Appl. Mech. 87 SerE, 881–886.
Mead  DJ and Markus  S (1970), Loss factors and resonant frequencies of encastre damped sandwich beams, J. Sound Vib. 12, 99–112.
Yan  M-J and Dowell  EH (1972), Governing equations for vibrating constrained layer damping of sandwich beams and plates, ASME J. Appl. Mech. 94, 1041–1047.
Mead  DJ (1982), A comparison of some equations for the flexural damping of damped sandwich beams, J. Sound Vib. 83, 363–377.
Mead DJ (1970), The existence of normal modes of linear systems with arbitrary damping, Proc of Symp on Structural Dynamics (paper C2), Loughborough Univ of Technology, Loughborough UK.
Lu  YP and Douglas  BE (1974), On the forced vibrations of three-layer damped sandwich beams, J. Sound Vib. 32, 513–516.
Jones DIG (1992), Results of a round-robin test program: Complex modulus properties of a polymeric damping material, USAF Report WL-TR-92-3104.
Mead  DJ (1961), Criteria for comparing the effectiveness of damping materials, Noise Control 7(3), 27–38.
Mead DJ (1998), Passive Vibration Control, John Wiley & Sons, Chichester (UK).
Mead DJ (1964), The damping of stiffened plate structures, Acoustical Fatigue in Aerospace Structures Ch 26, WJ Trapp and DM Forney Jr (eds) Syracuse Univ Press, Syracuse, NY.
Mead DJ (1967), The use of stiffened sandwich plates on aircraft, Proc of Int Symp on Damping of Vibrations of Plates by Means of a Layer, H Mynke (ed), Leuven, Belgium.
Lin  YK, Brown  ID, and Deutschle  PC (1964), Free vibration of a finite row of continuous skin-stringer panels, J. Sound Vib. 1, 14–27.
Lord  Rayleigh (1887), On the maintenance of vibrations by forces of double frequency, and on the propagation of waves through a medium endowed with a periodic structure, Philos. Mag. 24, 145–159.
Brillouin L (1946), Wave Propagation in Periodic Structures, Dover Publication, New York.
Miles  JW (1956), Vibrations of beams on many supports, J. Eng. Mech. 82(EM1), 1–9.
Mead  DJ (1973), A general theory of harmonic wave propagation in linear periodic systems with multiple coupling, J. Sound Vib. 27, 235–260.
Mead  DJ (1975), Wave propagation and natural modes in periodic systems: I. Mono-coupled systems, J. Sound Vib. 40, 1–18.
Mead  DJ (1975), Wave propagation and natural modes in periodic systems: II. Multi-coupled systems, with and without damping, J. Sound Vib. 40, 19–39.
Lin  YK and McDaniel  TJ (1969), Dynamics of beam-type periodic structures, ASME J. Eng. Ind. 91, 1133–1141.
Wilby EG (1967), The vibration of multi-supported beams with damping, Unpublished report submitted to Univ of Southampton, UK.
Sen Gupta  G (1970), Natural flexural waves and the normal modes of periodically-supported beams and plates, J. Sound Vib. 13, 89–101.
Mead  DJ and Pujara  KK (1971), Space harmonic analysis of periodically supported beams: Response to convected random loading, J. Sound Vib. 14, 525–541.
Abrahamson  AL (1973), Flexural wave mechanics-An analytical approach to the vibration of periodic structures forced by convected pressure fields, J. Sound Vib. 28, 247–258.
Orris  RM and Petyt  M (1974), A finite element study of harmonic wave propagation in periodic structures, J. Sound Vib. 33, 223–236.
Mead  DJ, Zhu  DC, and Bardell  NS (1988), Free vibration of an orthogonally-stiffened flat plate, J. Sound Vib. 127, 19–48.
Mead  DJ and Bardell  NS (1989), Free vibration of an othogonally-stiffened cylindrical shell, Part II: Discrete general stiffeners, J. Sound Vib. 134, 55–72.
Mead  DJ and Bansal  AS (1978), Mono-coupled periodic systems with a single disorder: Free wave propagation, J. Sound Vib. 61, 481–496.
Mead  DJ and Bansal  AS (1978), Mono-coupled periodic systems with a single disorder: Response to convected loadings, J. Sound Vib. 61, 497–515.
Bansal AS (1977), Dynamic response of disordered periodic systems, PhD Dissertation, Univ of Southampton, Southampton, UK.
Yang  JN and Lin  YK (1975), Frequency response functions of a disordered periodic beam, J. Sound Vib. 38, 317–340.
Kissel GJ (1988), Localisation in disordered periodic structures, PhD Dissertation, MIT, Cambridge, Mass.
Bouzit  D and Pierre  C (1992), Vibration confinement phenomena in disordered, mono-coupled, multi-span beams, ASME J. Vibr. Acoust. 114, 521–530.
Cai  GQ and Lin  YK (1991), Localisation of wave propagation in disordered periodic structures, AIAA J. 29, 450–456.
Cai  GQ and Lin  YK (1992), Statistical distribution of frequency response in disordered periodic structures, AIAA J. 30, 1400–1407.
Castanier  MP and Pierre  C (1995), Lyapunov exponents and localisation phenomena in multi-coupled nearly periodic systems, J. Sound Vib. 183, 493–515.

Figures

Tables

Errata

Discussions

Some tools below are only available to our subscribers or users with an online account.

Related Content

Customize your page view by dragging and repositioning the boxes below.

Related Journal Articles
Related eBook Content
Topic Collections

Sorry! You do not have access to this content. For assistance or to subscribe, please contact us:

  • TELEPHONE: 1-800-843-2763 (Toll-free in the USA)
  • EMAIL: asmedigitalcollection@asme.org
Sign In