OJAppS  Vol.3 No.4 , August 2013
Nonlinear Oscillations Current Carry Orthotropic Shell in a Magnetic Field
ABSTRACT
A two-dimensional variant of connected nonlinear equations of electrodynamics of the current-carrying orthotropic rotation shells, under no stationary loads is presented. A procedure for solution of asymmetrical problems of magneto elasticity of flexible current-carrying orthotropic rotation shells under no stationary actions of mechanical and electro-magnetic forces is plotted. A stress-strained state of flexible current-carrying orthotropic rotation shells is geometrically nonlinear statement.

Cite this paper
I. Shukurovich, "Nonlinear Oscillations Current Carry Orthotropic Shell in a Magnetic Field," Open Journal of Applied Sciences, Vol. 3 No. 4, 2013, pp. 318-321. doi: 10.4236/ojapps.2013.34041.
References
[1]   S. A. Ambartsumian, G. E. Bagdasarian and M. Be lubekyan, “Magnetoelasticity Thin Shells and Plates [in Rusian],” Nauka, Moscow City, 1977.

[2]   L. V. Mol’chenko, I. I. Loss and R. Sh. Indiaminov, “The Magnetoelastisity of Conical Shells Mith Ortotropic Elektroconductivity in Nonlinear Position,” Bulletin of the University of Kiev, Series: Physics & Mathematics, No. 2, 2007, pp. 85-90.

[3]   L. V. Mol`chenko, I. I. Loss and R. Sh. Indiaminov, “Determining the Stress State of Flexible Orthotropic Shells of Revolution in Magnetic Field,” International Applied Mechanics, Vol. 44, No. 8, 2008, pp. 882-891. doi:10.1007/s10778-008-0102-6

[4]   R. Sh. Indiaminov, “On the Absence of the Tangential Projection of the Lorenz Force on the Ax Symmetrical Stressed State of Current-Carrying Conic Shells,” Inter national Journal Computational Technologies, Vol. 13, No. 6, 2008, pp. 65-77.

[5]   R. Sh. Indiaminov, “Solution of Dynamic Problems As sociated Magnetoelasticity Current Carrying Orthotropic Conical Shells,” Collection of Article Eleventh Interna tional Scientific and Practical Conferences “Fundamental and Applied Research, Development and Application of High Technology in the Industry”, St. Petersburg, 27-29 April 2011, pp. 152-158.

 
 
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