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Active and Passive Vibration Damping
book

Active and Passive Vibration Damping

by Amr M. Baz
April 2019
Intermediate to advanced
752 pages
21h 21m
English
Wiley
Content preview from Active and Passive Vibration Damping

Abbreviations

ACLD
Active constrained layer damping
APDC
Active piezoelectric damping composites
ATF
Augmented temperature field
BVP
Boundary value problem
CLD
Constrained layer damping
DMTA
Dynamic mechanical thermal analysis
DOF
Degrees of freedom
DPM
Distributed‐parameter model
EAP
Electroactive polymers
EDT
Engineered damping treatments
EMDC
Electromagnetic damping composites
FD
Fractional derivatives
FEM
Finite element method
FFT
Fast Fourier transform
FGM
Functionally graded material
GHM
Golla–Hughes–MacTavish model
G‐L
Grunwald–Letnikov approach
GMC
Generalized method of cells
HTM
Halpin–Tsai method
IDOF
Internal degree of freedom of the VEM
IRS
Improved reduction system method
KE
Kinetic energy
LFA
Low frequency approximation method
LMS
Least mean square
MCLD
Magnetic constrained layer damping
MDR
Modal damping ratios
MMA
Method of moving asymptote
MR
Magnetorheological fluid
MSE
Modal strain energy
MTM
Mori–Tanaka method
MWCNT
Multi‐walled carbon nanotubes
NSC
Negative stiffness composite
OC
Open circuit
P.E.
Potential energy
PCLD
Passive constrained layer damping
PVDF
Polyvinylidene fluoride
PZT
Lead zirconate titanate
R–L
The Reimann–Liouville approach
RVE
Representative volume element
SAFE
Semi‐analytical finite element method
SC
Short circuit
SCM
Self‐consistent method
SHPB
Split Hopkinson pressure bar
SOL
Stand‐off layer
TTS
Time–temperature superposition
VAMUCH
Variational asymptotic method for unit cell homogenization
VEM
Viscoelastic material
WLF
Williams–Landel–Ferry ...
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Publisher Resources

ISBN: 9781118481929Purchase book