Abstract:
Boundary value problems for the time-periodic solutions of quasi-stationary magnetic approximation for Maxwell equations are studied. The case of inhomogeneous media containing a conducting, non-conducting and low-conducting inclusions is considered. The asymptotic connection of the solutions of problems with non-conducting and low-conducting inclusions is investigated.
Keywords:Maxwell equations, quasistationary magnetic approximation, periodic solutions, inhomogeneous media, electric and magnetic boundary conditions, non-conducting and low-conducting inclusions.