(НТУ "ХПІ", 2019) Vorobiyenko, Peter Petrovich; Dmitrieva, Irina Yuriyevna
The differential Maxwell equations are solved constructively under the specific requirements in the spatial Cartesian coordinate system. The expressions of the unknown electromagnetic field vector intensities are found explicitly as the solutions of the general wave equation regarding all scalar components of the initially unknown vector field functions. The aforesaid equation is equivalent to the original Maxwell system. The present results are obtained using two new efficient operator analytical methods which application is shown also for the heterogeneous media. The numerical implementation for the particular case of the considered electrodynamic mathematical model is proposed here as well.
