Magneto-Rheological Response in Vibration of Intelligent Sandwich Plate with Velocity Feedback Control
الموضوعات :
A Mihankhah
1
,
Z Khoddami Maraghi
2
,
A Ghorbanpour Arani
3
,
S Niknejad
4
1 - Faculty of Mechanical Engineering, University of Kashan, Kashan, Iran
2 - Faculty of Engineering, Mahallat Institute of Higher Education, Mahallat, Iran
3 - Faculty of Mechanical Engineering, University of Kashan, Kashan, Iran---
Institute of Nanoscience and Nanotechnology, University of Kashan, Kashan, Iran
4 - Faculty of Mechanical Engineering, University of Kashan, Kashan, Iran
تاريخ الإرسال : 06 الثلاثاء , ذو الحجة, 1443
تاريخ التأكيد : 12 الخميس , صفر, 1444
تاريخ الإصدار : 07 الخميس , جمادى الأولى, 1444
الکلمات المفتاحية:
Electro-rheological fluid,
Magnetostrictive sheets,
Free vibration,
Sandwich structure,
Feedback control system,
ملخص المقالة :
This study deals with the free vibration of the sandwich plate made of two smart magnetostrictive face sheets and an electro-rheological fluid core. Electro-rheological fluids are polymer-based material that changes its viscosity under the applied electric field. A feedback control system follows the magnetization effect on the vibration characteristics of the sandwich plate when subjected to the magnetic field. It is assumed that there is no slip between layers, so the stress-strain relations of each layer are separately considered. Energy method is utilized in order to derive the five coupled equations of motion. These equations are solved by differential quadrature method (DQM). Results of this study show the rheology response of fluid in presence of electric field where the core gets hard and the dimensionless frequency increases. Also, the significant effect of thickness and aspect ratios and velocity feedback gain are discussed in detail. Such intelligent structures can replace in many of the systems used in automotive, aerospace and building industries as the detector, warning, and vibration absorber etc.
المصادر:
Jalili N., 2010, Piezoelectric-Based Vibration Control: From Macro to Micro/Nano Scale Systems, Springer, New York, US.
Mikhasev G.I., Altenbach H., Korchevskaya E.A., 2014, On the influence of the magnetic field on the eigenmodes of thin laminated cylindrical shells containing magnetorheological elastomer, Composite Structures 113(1):186-196.
ArumugamB., Ramamoorthy M., Rajamohan V., Mageshwaran S., Rajesh Kumar S., 2018, Dynamic characterization and parametric instability analysis of rotating magnetorheological fluid composite sandwich plate subjected to periodic in-plane loading, Journal of Sandwich Structures & Materials 21(6): 2099-2126.
Malekzadeh Fard, Gholami M., Reshadi F., livani M., 2017, Free vibration and buckling analyses of cylindrical sandwich panel with magneto rheological fluid layer, Journal of Sandwich Structures & Materials 19(4): 397-423.
Sainsbury M.G., Zhang Q.J., 1997, The Galerkin element method applied to the vibration of damped sandwich beams, Computers & Structures 71(3): 239-256.
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(3): 637-652.
Lu H., Guang M., 2006, An experimental and analytical investigation of the dynamic characteristics of a flexible sandwich plate filled with electrorheological fluid, International Journal of Advanced Manufacturing Technology 28(11-12): 1049-1055.
Yeh J.Y., Chen L.W., 2006, Dynamic stability analysis of a rectangular orthotropic sandwich plate with an electrorheological fluid core, Composite Structures 72(1): 33-41.
Narayana G.V., Ganesan N., 2007, Critical comparison of viscoelastic damping and electrorheological fluid core damping in composite sandwich skew plates, Composite Structures 80(2): 221-233.
Yeh J.Y., Chen L.W., 2007, Finite element dynamic analysis of orthotropic sandwich plates with an electrorheological fluid core layer, Composite Structures 78(3): 368-376.
Yeh J.Y., 2007, Vibration analyses of the annular plate with electrorheological fluid damping treatment, Finite Elements in Analysis and Design 43(11-12): 965-974.
Allahverdizadeh A., Mahjoob M.J., Eshraghi I., Nasrollahzadeh N., 2013, On the vibration behavior of functionally graded electrorheological sandwich beams, International Journal of Mechanical Science 70: 130-139.
Tabassian , Rezaeepazhand J., 2013, Dynamic stability of smart sandwich beams with electro-rheological core resting on elastic foundation, Journal of Sandwich Structures and Materials 15(1): 25-44.
Hoseinzadeh M., Rezaeepazhand J., 2014, Vibration suppression of composite plates using smart electrorheological dampers, International Journal of Mechanical Sciences 84: 31-40.
Soleymani M.M., Hajabasi M.A., Elahi Mahani S., 2016, Free vibrations analysis of a sandwich rectangular plate with electrorheological fluid core, JCARME 5(1): 71-81.
Eshaghi M., Sedaghati R., Rakheja S., 2015, Dynamic characteristics and control of magnetorheological/electrorheological sandwich structures: A state-of-the-art review, Journal of Intelligent Material Systems and Structures 27(15): 2003-2037.
Hasheminejad S.M., Motaaleghi M.A., 2015, Aeroelastic analysis and active flutter suppression of an electro-rheological sandwich cylindrical panel under yawed supersonic flow, Aerospace Science and Technology 42: 118-127.
Asgari M., Kouchakzadeh M.A., 2016, Aeroelastic characteristics of magneto-rheological fluid sandwich beams in supersonic airflow, Composite Structures 143: 93-102.
Eshaghi M., Sedaghati R., Rakheja S., 2016, Analytical and experimental free vibration analysis of multi-layer MR-fluid circular plates under varying magnetic flux, Composite Structures 157: 78-86.
Ghorbanpour Arani A., Jamali S.A., BabaAkbar Zarei H., 2017, Differential quadrature method for vibration analysis of electro-rheological sandwich plate with CNT reinforced nanocomposite facesheets subjected to electric field, Composite Structures 180: 211-220.
Lee S.J., Reddy J.N., Rostam-Abadi F., 2004, Transient analysis of laminated composite plates with embedded smart-material layers, Finite Elements in Analysis and Design 40(5-6): 463-483.
Hong C.C., 2010, Transient responses of magnetostrictive plates by using the GDQ method, European Journal of Mechanics B-Fluids 29(6): 1015-1021.
Ghorbanpour Arani A., Khoddami Maraghi Z., 2016, A feedback control system for vibration of magnetostrictive plate subjected to follower force using sinusoidal shear deformation theory, Ain Shams Engineering Journal 7(1): 361-369.
Ghorbanpour Arani A., Khani Arani H., Khoddami Maraghi Z., 2016, Vibration analysis of sandwich composite micro-plate under electro-magneto-mechanical loadings, Applied Mathematical Modelling 40(23-24): 10596-10615.
Don D.L., 1993, An Investigation of Electrorheologial Material Adaptive Structures, Theses and Dissertations, Lehigh University, US.
Brockmann T.H., 2009, Theory of Adaptive Fiber Composites, Springer, Dordrecht Heidelberg, London.
Yalcintas M., Coulter J.P., 1995, Analytical modeling of electrorheological material based adaptive beams, Journal of Intelligent Material Systems and Structures 6(4): 488-497.
Ghorbanpour Arani A., Haghparast E., Khoddami Maraghi Z., 2015, Vibration analysis of double bonded composite pipe reinforced by BNNTs conveying oil, Journal of Computational Applied Mechanics 46(2): 93-105.
Rezaeepazhand J., Pahlavan L., 2009, Transient response of sandwich beams with electrorheological core, Journal of Intelligent Material Systems and Structures 20(2): 171-179.
Yeh J.Y., Chen L.W., 2004, Vibration of a sandwich plate with a constrained layer and electrorheological fluid core, Composite Structures 65(2): 251-258.
Wei K., Meng G., Zhang W., Zhou S., 2007, Vibration characteristics of rotating sandwich beams filled with electrorheological fluids, Journal of Intelligent Material Systems and Structures 18(11): 1165-1173.
Hong C.C., 2009, Transient responses of magnetostrictive plates without shear effects, International Journal of Engineering Science 47(3): 355-362.
Krishna M., 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.
Reddy J.N., 2000, Energy Principles and Variational Methods in Applied Mechanics, John Wiley and Sons Publishers Texas, US.
ChoiB., Park Y.K., Kim J.D., 1993, Vibration characteristics of hollow cantilevered beams containing an electro-rheological fluid, International Journal of Mechanical Sciences 35(9): 757-768.
Lee C,Y., Cheng C.C., 2000, Complex moduli of electrorheological material under oscillatory shear, International Journal of Mechanical Sciences 42(3): 561-573.
Yalcintas M., Coulter J.P., 1995, Electrorheological material based adaptive beams subjected to various boundary conditions, Journal of Intelligent Material Systems and Structures 6(5): 700-717.
Shu C., 2000, Differential Quadrature and its Application in Engineering, Springer Publishers, Singapore.