Forced vibration of a magnetoelastic laminated composite beam on Pasternak’s foundation

[1]       Tan X.B, Baras J.S., 2004, Modeling and control of hysteresis in magnetostrictive actuators, Automatica  40(9): 1469–1480.

[2]        Z. Deng, M.J Dapino, 2018, Review of magnetostrictive materials for structural vibration control, Smart  Materials and Structures 27: 113001.

[3]       Amabili M., Farhadi S., 2009, Shear deformable versus classical theories for nonlinear vibrations of rectangular isotropic and laminated composite plates, Journal of Sound and Vibration 320: 649–667.

[4]        Amabili M., 2008, Nonlinear Vibrations and Stability of Shells and Plates, Cambridge University Press, New York, USA.

[5]        Nejad M.Z., Jabbari M., Hadi A., 2017, A review of functionally graded thick cylindrical and conical

             shells, Journal of Computational Applied Mechanics 48(2): 357–370.

[6]        Murty A.V.K., Anjanappa M., Wu Y.F., 1997, The use of magnetostrictive particle actuators for vibration

            attenuation of flexible beams, Journal of Sound and Vibration 206(2): 133–149.

[7]        Kumar J.S., Ganesan N., Swarnamani S., Padmanabhan C., 2003, Active control of beam with magnetostrictive layer, Computers & Structures 81(13): 1375–1382.

[8]        Kumar J.S., Ganesan N., Swarnamani S., Padmanabhan C., 2003, Active control of cylindrical shell with magnetostrictive layer, Journal of Sound and Vibration 262(3): 577–589.

[9]        Lee S.J., Reddy J.N., 2004, Rostam-Abadi F., Transient analysis of laminated composite plates with embedded smart-material layers, Finite Elements in Analysis and Design 40(5-6): 463–483.

[10]        Pradhan S.C., 2005, Vibration suppression of FGM shells using embedded magnetostrictive layers, International Journal of Solids and Structures 42(9-10): 2465–2488.

[11]        Zabihollah A., Zareie S., 2011, Optimal design of adaptive laminated beam using layerwise finite element,

             Journal of Sensors 2011: 240341.

[12]       Reddy J.N., 1999, On laminated composite plates with integrated sensors and actuators, Engineering Structures 21: 568–593.

[13]       Santapuri S., Scheidler J.J., Dapino M.J., 2015, Two-dimensional dynamic model for composite laminates with embedded magnetostrictive materials, Composite Structures 132: 737–745.

[14]       Krishnamurthy A.V., Anjanappa M., Wang Z., Chen X., 1999, Sensing of delaminations in composite laminates using embedded magnetostrictive particle layers, Journal of Intelligent Material Systems and Structures 10(10): 825–835.

[15]       Hong C.C., 2013, Application of a magnetostrictive actuator, Mater. Des., 46: 617–621.

[16]        Moon S.J., Lim C.W., Kim B.H., Park Y., 2007, Structural vibration control using linear magnetostrictive actuators, Journal of Sound and Vibration 302(4–5): 875–891.

[17]         Kishore M.D.V.H., Singh B.N., Pandit M.K., 2011, Nonlinear static analysis of smart laminated composite  plate, Aerospace Science and Technology 15: 224–235.

[18]       Zhou H-M., Zhou Y-H., 2007, Vibration suppression of laminated composite beams using actuators of giant magnetostrictive materials, Smart materials and structures 16(1): 198.

[19]       Oates W.S., Smith R.C., 2008, Nonlinear optimal control techniques for vibration attenuation using magnetostrictive actuators, Journal of Intelligent Material Systems and Structures 19(2): 193–209.

[20]        Xu X., Han Q., Chu F., 2017, Nonlinear vibration of a rotating cantilever beam in a surrounding magnetic  field, International Journal of Non-Linear Mechanics 95: 59–72.

[21]       Zhang Y., Zhou H., Zhou Y., 2015, Vibration suppression of cantilever laminated composite plate with nonlinear giant magnetostrictive material layers, Acta Mechanica Solida Sinica 28: 50–61.

[22]       Zhou H.M., Zheng X.J., Zhou Y-H., 2006, Active vibration control of nonlinear giant magnetostrictive actuators, Smart Materials and Structures 15(3): 792.

[23]        Shindo Y., Narita F., Mori K., Nakamura T., 2009, Nonlinear bending response of giant magnetostrictive laminated actuators in magnetic fields, Journal of Mechanics of materials and structures 4(5): 941–949.

[24]       Saidha E., Naik G.N., Gopalkrishnan S., 2003, An experimental investigation of a smart laminated composite beam with a magnetostrictive patch for health monitoring applications, Structural Health  Monitoring 2(4): 273–292.

[25]   Zhang B., Jin K., Kou Y., Zheng X., The model of active vibration control based on giant magnetostrictive materials, Smart Materials and Structures 28(8): 085028, 2019.

[26]       Shahin M., Asghar J.A., 2019, Vibration suppression of truncated conical shells embedded with magnetostrictive layers based on first order shear deformation theory, Journal of Theoretical and Appl

ied Mechanics 57(4): 957–972.

[27]       Zenkour A.M., El-Shahrany H.D., 2019, Vibration suppression analysis for laminated composite beams contain actuating magnetostrictive layers, Journal of Computational Applied Mechanics 50(1): 69–75.

[28]       Zenkour A.M., El-Shahrany H.D., 2020, Vibration suppression of magnetostrictive laminated beams resting on viscoelastic foundation, Applied Mathematics and Mechanics 41: 1269–1286.

 [29]      Zenkour A.M., El-Shahrany H.D., 2021, Quasi-3D theory for the vibration and deflection of a magnetostrictive composite plate resting on a viscoelastic medium, Composite Structures 269: 114028.

 [30]  Reddy J.N., Barbosa J.I., On vibration suppression of magnetostrictive beams, Smart Materials and Structures 9: 49–58, 2000.

 [31]       Barati A., Adeli M.M., Hadi A., 2020, Static torsion of bi-directional functionally graded microtube based on the couple stress theory under magnetic field, International Journal of Applied Mechanics, doi.org/10.1142/S1758825120500210.‏

 [32]      Barati A., Hadi A., Nejad M.Z., Noroozi R., 2020, On vibration of bi-directional functionally graded nanobeams under magnetic field, Mechanics Based Design of Structures and Machines 1–18.

 [33]      Mousavi M., Hosseini M., Hadi A., Shishehsaz M., 2020, Bending Analysis of Bi-Directional FGM Timoshenko Nano-Beam subjected to mechanical and magnetic forces and resting on Winkler-Pasternak foundation, International Journal of Applied Mechanics, doi. 10.1142/S1758825120500933.