INTERACTION BETWEEN MAGNETIC FIELDS AND THIN SHELLS
Ключевые слова:
оболочка, деформация, напряжение, электро-магнитное поле, магнитоупругостьАннотация
Abstract: The motion of an elastic conductive medium in a magnetic field is a complex phenomenon that can have various effects and applications. Boundary value problems of magnetoelasticity are an important tool for the analysis and design of materials and structures that are exposed to magnetic fields and mechanical loads. Solving these problems allows engineers and scientists to optimize the characteristics of these materials and devices for various applications. In this paper, the magnetoelastic deformation of current-carrying shells under the influence of magnetomechanical forces is mathematically modeled. Numerical results are obtained and an analysis of the results is carried out.
Библиографические ссылки
A. Ambartsumyan, G. E. Bagdasaryan and M. V. Belubekyan, Magnetoelasticity of Thin Shells and Plates (Nauka, Moscow, 1977), 272 p. (in Russian).
Y. M. Grigorenko and L. V. Mol’chenko, Fundamentals of the Theory of Plates and Shells with Elements of Magnetoelasticity (VPTs Kyivs’kyi Universitet, Kyiv, 2010), 403 p. (in Russian).
Z.B. Kuang, Acta Mech 225, 1153–1166 (2014).
L. V. Mol’chenko, I. I. Loos and R. Sh. Indiaminov, Int. Appl. Mech. 44, 882–891 (2008).
L. V. Mol’chenko, I. I. Loos and R. Sh. Indiaminov, Int. Appl. Mech. 45, 1236–1242 (2009).
R. Indiaminov, Int. Jour.Comp. Techn. 13, 65–77 (2008).
L. V. Mol’chenko and I. I. Loos, Int. Appl. Mech. 49, 528–533 (2013).
R.Sh. Indiaminov, A. Abdullaev and M.Sh. Indiaminov, International journal of theoretical and applied issues of digital technologies 3(1), 7-15 (2023).
Y. H. Bian and H. T. Zhao, Int. Appl. Mech. 52(4), 437–448 (2016).
Y. H. Bian, Int. Appl. Mech. 51(1), 108–120 (2015).
Y.H. Bian, Q. You and C. Zhang, Advances in Engineering Research 170, 677–681 (2018).
R. Sh. Indiaminov, Bulletin of the University of Kiev 5, 81–86 (2015).
R. Indiaminov, A. Narkulov and R. Butaev, “Magnetoelastic strain of flexible shells in nonlinear statement,” in Computational Models and Technologies-2020, AIP Conference Proceedings 2365, (AIP Publishing, New York, 2021), pp. 070015-1–070015-5.
R. Indiaminov, R. Butaev and A. Narkulov, “Nonlinear deformation of a current shell in a magnetic field,” in Computational Models and Technologies-2020, AIP Conference Proceedings 2365, (AIP Publishing, New York, 2021), 070014.
Ravshan Indiaminov and Nuriddin Yusupov, “Mathematical Modeling of Magnetoelastic Vibrations of Current Conductive Shells in the Non Stationary Magnetic Field,” in International Conference on Information Science and Communications Technologies -2021, Published by IEEE Publishing (IEEE Publishing, Tashkent, 2022), pp. 1-4.
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