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Fractional wave equation arises in different type of physical problems suchas the vibrating strings, propagation of electro-magnetic waves, and for manyother systems. The exact analytical solution of the fractional differentialequation is difficult to find. Usually Laplace-Fourier transformation method,along with methods where solutions are represented in series form is used tofind the solution of the fractional wave equation. In this paper we describethe D Alembert s solution of the fractional wave equation with the help ofcomplex fractional transform method. We demonstrate that using this fractionalcomplex transformation method, we obtain the solutions easily as compared tofractional method of characteristics; and get the solution in analytical form.We show that the solution to the fractional wave equation manifests astravelling waves with scaled coordinates, depending on the consideredfractional order value.

D Alemberts solution of fractional wave equations using complex fractional transformation