Electromagnetic Multi–Gaussian Speckle

Generalizing our prior work on scalar multi-Gaussian (MG) distributed optical fields, we introduce the two-dimensional instantaneous electric-field vector whose components are jointly MG distributed. We then derive the single-point Stokes parameter probability density functions (PDFs) of MG-distributed light having an arbitrary degree and state of polarization. We show, in particular, that the intensity contrast of such a field can be tuned to values smaller or larger than unity. We validate our analysis by generating an example partially polarized MG field with a specified single-point polarization matrix using two different Monte Carlo simulation methods. We then compute the joint PDFs of the instantaneous field components and the Stokes parameter PDFs from the simulated MG fields, while comparing the results of both Monte Carlo methods to the corresponding theory. Lastly, we discuss the strengths, weaknesses, and applicability of both simulation methods in generating MG fields.

DETECTION OF RADAR TARGETS ON THE BACKGROUND OF ACTIVE INTERFERENCE BY THE DETECTOR OF THE POLARIZATION MATTER OF THE SCATTERING

The article discusses the possibility of detecting radar targets moving under the cover of active noise masking interference, acting along the main lobe of the antenna system's radiation pattern, and also using self-covering noise. It is shown that in radar stations with full polarization sounding of the space and measurement of the polarization scattering matrix (PSM), it is possible to synthesize a decisive rule for target detection against active noise-free correlated interference. This synthesis is possible on the basis of the determinant of the polarization scattering matrix, the value of which has the properties of invariance to the form of the polarization scattering vector. The analysis of the determinant of the polarization scattering matrix in the conditions of measuring its elements against the background of active interference makes it possible to identify differences in the values of the determinant under conditions of presence and absence of a target in the volume of space allowed by the radar system. In this case, the value of the determinant becomes the main information feature. A distinctive feature of the detector is the invariance to the form of the polarization scattering vector. The detector synthesis is based on differences in the signals of the secondary and primary radiation, which appear at the output of the PSM meter, namely, on the properties of the determinant of the polarization matrix of the scattering of the object and the signal received from the source of active interference. The purpose of the article is to illustrate the differences in the properties of the polarization scattering matrix at the output of the PSM meter in the presence of active interference and / or a useful signal, as well as the possibilities of using the existing differences in the properties of PSM and their estimates in the presence of active interference for the synthesis of a radar detector.

Radar Target Characteristics Extraction using Polarization Scattering Matrix

<p>Now a day’s characterization of targets using radar is very important in Air Traffic Control, Defense, and Stealth etc. In order to know the characteristics of the target it is very essential to know the polarization properties of that particular target which depends upon scattering nature of the target. The polarization properties are important for radar target besides amplitude, phase and frequency. The polarization may be potentially used to improve target detection, anti-interference, and radar target recognition. Polarization properties of a target can be obtained using polarization scattering matrix (PSM). In this paper the polarization matrix of various geometrical shapes are derived. For radar target recognition (RTR), a method using properties of the polarization scattering matrix (PPSM) is presented in this paper. A dipole has been considered to calculate the polarization matrix and polarization properties. The properties of the polarization scattering matrix: the determinant, Trace of Power Scattering Matrix, Depolation, Eigen polarization angle and Module of Polarization Ellipticity are analyzed. These properties are analyzed for different orientation angles of the targets.</p>

Optical imaging of aqueous humor to diagnose premature diabetes mellitus

In this investigation, a comparative study of the transmitted two dimensional16 Mueller polarization matrix element images, based upon the measurement of the glucose concentration in an aqueous humor sample using a polarimeter have been reported. The glucose solution and aqueous humor have been illuminated with a He-Ne (632.8 nm) laser in the vitro measurement. It is concluded that the images obtained by transmitted Mueller polarization matrix in forward direction are capable of giving information about the variation in polarization patterns to measure normal glucose level, impaired fasting glycaemia (IFG), impaired glucose tolerance (IGT) and diabetes mellitus.