Dynamic Stability of Laminated Composite Plates with an External Smart Damper

Subject Areas : Engineering

M Hoseinzadeh ¹ , J Rezaeepazhand ²

1 - Department of Mechanical Engineering , Ferdowsi University of Mashhad , Mashhad, Iran
2 - Department of Mechanical Engineering , Ferdowsi University of Mashhad , Mashhad, Iran

Received: 2015-09-03 Accepted : 2015-12-08 Published : 2016-03-30

Keywords:

References:

[1] Simitses G.J., 1987, Stability of dynamically loaded structures, Applied Mechanics Reviews 40(10): 1403-1408.
[2] Moorthy J., Reddy J.N., 1990, Parametric instability of laminated composite plates with transverse shear deformation, International Journal of Solids Structures 26(7): 801-811.
[3] Shivamoggi B. K., 1977, Dynamic buckling of thin elastic plate: nonlinear theory, Journal of Sound and Vibration 54 (l) : 75-82.
[4] Chen L.W., Yang J.Y., 1990, Dynamic stability of laminated composite plates by the finite element method, Computers and Structures 36(5): 845-851.
[5] Kwon Y.W., 1991, Finite element analysis of dynamic instability of layered composite plates using a high-order bending theory, Computers and Structures 38(1): 57-62.
[6] Sahu S.K., Datta P.K., 2000, Dynamic instability of laminated composite rectangular plates subjected to non-uniform harmonic in-plane edge loading, in: Proceedings of the IMECH E Part G, Journal of Aerospace Engineering 214(5): 295-312.
[7] Hoseinzadeh M., Rezaeepazhand J., 2011, Dynamic buckling of perforated metallic cylindrical panels reinforced with composite patches, Journal of Reinforced Plastics and Composites 30(18): 1519-1528.
[8] Park W.C., Choi S.B., Suh M.S., 1999, Material characteristics of an ER fluid and its influence on damping forces of an ER damper Part II: damping forces, Materials and Design 20: 325-330.
[9] Lee H.G., Choi S.B., 2002, Dynamic properties of an ER fluid under shear and flow modes, Materials and Design 23: 69-76.
[10] El Wahed A.K., Sproston J.L., Stanway R., Williams E.W., 2003, An improved model of ERfluids in squeeze-flow through model updating of the estimated yield stress, Journal of Sound and Vibration 268: 581-599.
[11] Nakamura T., Saga N., Nakazawa M., 2004, Variable viscous control of a homogeneous ER fluid device considering its dynamic characteristics, Mechatronics 14: 55-68.
[12] Patil S.S., Gawade S.S., Patil S.R., 2011, Electrorheological Fluid Damper for Vibration Reduction in Rotary System, International Journal of Fluids Engineering 3(3): 325-333.
[13] Sung K.G., Han Y.M., Cho J.W., Choi S.B., 2008, Vibration control of vehicle ER suspension system using fuzzy moving sliding mode controller, Journal of Sound and Vibration 311: 1004-1019.
[14] Hong S. R., Choi S. B., Lee D. Y., 2006, Comparison of vibration control performance between flow and squeeze mode ER mounts: Experimental work, Journal of Sound and Vibration 291 :740-748.
[15] Kim J., Kim J.Y., Choi S.B.,2003, Material characterization of ER fluids at high frequency, Journal of Sound and Vibration 267 : 57-65.
[16] Yeh J. Y., Chen L. W., 2004, Vibration of a sandwich plate with a constrained layer and electrorheological fluid core, Composite Structures 65: 251-258.
[17] Yeh J.Y., Chen L.W., 2005, Dynamic stability of a sandwich plate with a constraining layer and electrorheological fluid core, Journal of Sound and Vibration 285: 637-652.
[18] Mohammadi F., Sedaghati R., 2012, Vibration analysis and design optimization of sandwich cylindrical panels fully and partially treated with electrorheological fluid materials, Journal of Intelligent Material Systems and Structures 23: 1679-1697.
[19] Pahlavan L., Rezaeepazhand J., 2007, Dynamic response analysis and vibration control of a cantilever beam with a squeeze-mode electrorheological damper, Smart Materials and Structures 16: 2183-2189.
[20] Rezaeepazhand J., Pahlavan L., 2009, Transient response of sandwich beams with electrorheological core, Journal of Intelligent Material Systems and Structures 20: 171-179.
[21] Tabassian R., Rezaeepazhand J., 2012, Stability of smart sandwich beams with cross-ply faces and electrorheological core subjected to axial load, Journal of Reinforced Plastics and Composites 31: 55-64.
[22] Jung W.J., Jeong W.B., Hong S.R., Choi S.B., 2004, Vibration control of a flexible beam structure using squeeze-mode ER mounts, Journal of Sound and Vibration 273: 185-199.
[23] Owen D.R.J., Hinton E., 1980, Finite Elements in Plasticity: Theory and Practice, Pineridge Press, Swansea.