The eigenpolarizations orthogonality conditions for homogeneous anisotropic media which Mueller matrix describes by the right and left polar forms have been obtained. The features of the relation between parameters of phase and amplitude anisotropy at which the eigenpolarizations are orthogonal have been analyzed. The Mueller matrix of arbitrary homogeneous anisotropic media with orthogonal...
The paper deal with the questions of developing the mathematical model of aircraft landing with the use of polarimetric landing system. The paper describe process scheme of aircraft landing and the dependencies that describe the relationship between the measured polarimetric parameters and the parameters that describe the aircraft attitude and its deviation from the landing trajectory.
The polarimetric inverse spectral problem for class of media with singular eigenpolarizations (linear and circular) in terms of Generalized equivalence theorem approach was solved. The cases of phase and amplitude eigenvalues were considered. Two different bases of Generalized equivalence theorem were observed. The types of anisotropy and the values of anisotropy parameters that provide the...
We develop the polarimetric model and ground-based calibration approach for the multi-spectral imager-polarimeter (MSIP), which is one of the two main instruments for the Aerosol-UA space mission [1]. MSIP is a polarimeter that serves to retrieve the optical and physical characteristics of the aerosol, as well as the cloud parameters with wide field of view. MSIP will perform measurements of...
In this work the eigenvalue method for calibration of Mueller-polarimeters is described. This method is completely mathematical and abstracted from the physical nature of the polarization state generator (PSG) and the polarimeter (analyser, PSA). In this method, the PSG and the polarimeter are represented by their hardware
4×4 matrices W and A , respectively, and their 32 coefficients are...
