AN EXACT SOLUTION OF THE SPHERICAL WAVE EQUATION IN D-DIMENSIONAL FRACTIONAL SPACE

Abstract

In this paper, an exact solution of the spherical wave equation is obtained in D-dimensional fractional space. The obtained fractional space solution provides a generalization of electromagnetic wave propagation phenomenon from integer space to the fractional space. The classical results are recovered from fractional space solution, when integer space is considered. The investigated solution is useful for studying the electromagnetic wave propagation phenomenon in spherical geometries consisting fractal media.