Numerical solutions of electromagnetic wave model of fractional
derivative using class of finite difference scheme
Abstract
In this article, a numerical scheme is introduced for solving the
fractional partial differential equation (FPDE) arising from
electromagnetic waves in dielectric media (EMWDM) by using an efficient
class of finite difference methods. The numerical scheme is based on the
Hermite formula. The Caputo’s fractional derivatives in time are
discretized by a finite difference scheme of order O((k^(4-alpha)) &
O(k^(4-beta)), 1