Homogenization of the quasistationary maxwell equations in nonlinear laminated materials (∗)
Angelo Negro · Applicable Analysis · 1987
We study the homogenization of some boundary value time periodic problem for the quasistationary Maxwell equations in non linear laminated materials. The type of the equations is rapidly oscillating since the conductivity vani shes in the dielectric layers. We prove convergence of suita ble potentials to the solutions of limit equations for which homogenized characteristics are computed.