POLARIZED ELECTROMAGNETIC WAVES IN COORDINATE SYSTEM WITH ANY ORIENTATION

摘要

Analysis of polarized electromagnetic waves is accomplished as Makswell equitions eigenfunction research in anyhow orientated coordinate system. It is show that for polarization analysis we must operate with too complex eigenfunctions or four real eigenwaves. This four eigenwaves has circular polarization and are basis in four dimension Euclidian space. The reduction in three dimension euclidion space is carried out by Hopf fibration (Stokes parameters). Some geometrical properties of real eigenwaves are discussed.