Active vibration control of laminated cylindrical panels with arbitrary edge condition is investigated using piezoelectric fiber reinforced composite (PFRC) material. The boundary cases considered are free edge, simply supported edge and clamped edge for thin panels. Adopting a velocity feedback control strategy the transient response of cylindrical panels can be suppressed efficiently, and the relationship between the control gain and active damping ratio has been investigated. The active damping ratio curves are numerically calculated, and from the simulation results it is also found that the piezoelectric fiber orientation of the PFRC patches plays an important role in the vibration suppression capability.
BazAChenT (2000) Control of axi-symmetric vibrations of cylindrical shells using active constrained layer damping. Thin-Walled Structures36: 1–20.
2.
CaoZYWangHN (2007) Free vibration of FGM cylindrical shells with holes under various boundary conditions. Journal of Sound and Vibration306: 227–237.
3.
DitarantoRA (1972) Free and forced response of a laminated ring. Journal of the Acoustical Society of America53: 748–757.
4.
JonesIWSalernoVL (1966) The effect of structural damping on the forced vibration of cylindrical sandwich shells. ASME of Mechanical Engineers, Journal of Engineering for Industry88: 318–324.
5.
LammeringR (1991) The application of a finite shell element for composite containing piezoelectric polymers in vibration control. Computers & Structures41: 1101–1109.
6.
LeissaWIyerKM (1981) Modal response of circular cylindrical shells with structural damping. Journal of Sound and Vibration77(1): 1–10.
7.
LeissaAWQatuMS (1991) Equations of elastic deformation of laminated composite shallow shells. ASME Journal of Applied Mechanics58: 181–188.
8.
LiFMKishimotoKWangYSChenZBHuangWH (2008) Vibration control of beams with active constrained layer damping. Smart Materials and Structures17: 065036–065036.
9.
LiFMSongZGChenZB (2011) Active vibration control of conical shells using piezoelectric materials. Journal of Vibration and Control.. Epub ahead of print 15 February 2012. DOI 10.1177/1077546311429055.
10.
LiFM (2012) Active aeroelastic flutter suppression of a supersonic plate with piezoelectric material. International Journal of Engineering Science51: 190–203.
11.
LiH (2000) Frequency analysis of rotating truncated circular orthotropic conical shells with different boundary conditions. Composites Science and Technology60: 2945–2955.
12.
MohamadSQEbrahimA (2012) Vibration of doubly curved shallow shells with arbitrary boundaries. Applied Acoustics73: 21–27.
13.
NaritaYItohMZhaoXL (1996) Optimal design by genetic algorithm for maximum fundamental frequency of laminated shallow shells. Advanced Composite Letters5: 21–24.
14.
NaritaYRobinsonP (2006) Maximizing the fundamental frequency of laminated cylindrical panels using layerwise optimization. International Journal of Mechanical Sciences48: 1516–1524.
15.
OhJRuzzeneMBazA (2002) Passive control of the vibration and sound radiation from submerged shells. Journal of Vibration and Control8(4): 425–449.
16.
PanHH (1969) Axisymmetric vibrations of a circular sandwich shell with a visco-elastic core layer. Journal of Sound and Vibration9: 338–348.
17.
MarkusS (1976) Damping properties of layered cylindrical shells, vibrating in axially symmetric modes. Journal of Sound and Vibration48(4): 511–524.
18.
PradhanSCLoyCTLamKYReddyJN (2000) Vibration characteristics of functionally graded cylindrical shells under various boundary conditions. Applied Acoustics61: 119–129.
19.
RameshTCGanesanN (1993) Vibration and damping analysis of cylindrical shells with a constrained damping layer. Computers & Structures46(4): 751–758.
20.
RayMCReddyJN (2004) Optimal control of thin circular cylindrical laminated composite shells using active constrained layer damping treatment. Smart Materials and Structures13: 64–72.
21.
RayMCReddyJN (2005) Active control of laminated cylindrical shells using piezoelectric fiber reinforced composites. Composites Science and Technology65: 1226–1236.
22.
SaravananCGanesanNRamamurtiV (2001) Semianalytical finite element analysis of active constrained layer damping in cylindrical shells of revolution. Computers & Structures79: 1131–1145.
23.
ShenHS (2002) Postbuckling of laminated cylindrical shells with piezoelectric actuators under combined external pressure and heating. International Journal of Solids and Structures39: 4271–4289.
24.
SontiVRJonesJD (1996) Curved piezoactuator model for active vibration control of cylindrical shells. AIAA Journal34(5): 1034–1040.
25.
XiangYHuangYYLuJYuanLYZouSZ (2008) New matrix method for analyzing vibration and damping effect of sandwich circular cylindrical previous term shell with viscoelastic core. Applied Mathematics and Mechanics29: 1587–1600.
