Application of Faraday´s vectors in antenna theory

The electric and magnetic vectors of a field is changed by their linear combination by vectors of the Faraday. At such replacement in a homogeneous space the Maxwell equations will be converted to a system of two independent equations about the Beltrami vortexs. Under these circumstances, Faraday¿s each vector describes a total electromagnetic field of an ideal circular polarization. The mutual transformation of Faraday´s different vectors emerges in nonuniform mediums and on boundaries of areas of a homogeneous space. The Faraday¿s vectors were being rediscovered more than once at 20 century, however they have not found of wide application in the antenna theory and engineering. A purpose of my message is to show efficiency of application of Faraday´s vectors to problems of investigation of polarizing, diffraction and others of the antenna performances.