this is the problem which i really need to solve it.
could any one help me , please hurry up
the problem is:
A complete description of the ellipse of polarization that includes the orientation, sense of revolution, and ellipticity [see (1.5-13)] can all be expressed in terms of δ and ψ. The right-handed elliptical polarization states are in the lower half of the plane, whereas the left-handed elliptical polarization states are in the upper half of the complex plane. The origin corresponds to a linear polarization state with direction of oscillation parallel to the x axis. Thus, each point on the complex plane represents a unique polarization state. Each point on the x axis represents a linearly polarized state with different azimuth angles of oscillation. Only two points (0, ± 1) correspond to circularly polarized states. Each point of the rest of the complex plane corresponds to a unique elliptical polarization state.
The inclination angle φ and the ellipticity angle 0 (0 tan -1 l ) of the polarization ellipse correspond to a given number x are given by
(the attatchment file)