AXISYMMETRIC MAGNETOELASTIC DEFORMATION OF A FLEXIBLE ORTHOTROPIC RING PLATE WITH ORTHOTROPIC CONDUCTIVITY

摘要

An axisymmetric nonlinear problem of magnetoelasticity for a ring plate with orthotropc conductivity is solved. The governing system of nonlinear differential equations describing the stress-strain state of the flexible orthotropic ring plate in mechanical and magnetic fields is derived. A numerical example is given. The dependence of the stress state of the orthotropic plate on the tangential component of magnetic flux density is analyzed.