


Vol 55, No 1 (2019)
- Year: 2019
- Articles: 14
- URL: https://journals.rcsi.science/8756-6990/issue/view/13223
Optical Information Technologies
Mathematical Tool for Calculating the Microstructure of a Harmonic Kinoform Lens
Abstract
The paper presents a mathematical tool based on the requirement of tautochronism in each of the diffraction orders of a harmonic kinoform lens, which was used as the basis to develop a method for calculating the lens microstructure. The method provides a limitation of the relative longitudinal chromatism of the lens to a given level. In addition, it allows obtaining the initial parameters necessary for the ray calculation and optimization of an optical system with a harmonic kinoform lens using well-known commercial optical design computer programs.



Ellipsometric Method of Substrate Temperature Measurement in Low-Temperature Processes of Epitaxy of InSb Layers
Abstract
The present study is aimed at solving the problem of in situ thermometry of lowtemperature processes of molecular beam epitaxy of indium antimonide. A spectral ellipsometric method for measuring the temperature of InSb epitaxial layers is proposed. The method is based on the temperature dependence of the energy positions of the critical points. The spectra of ellipsometric parameters of the material in the temperature range from 25 to 270 °C are measured. The analysis of these spectra shows that the most temperature-sensitive parameters are the spectral positions of the peaks of the ellipsometric parameter, which are manifested near the critical points E1 and E1 + Δ1. It is found that the dependences of the peak positions on temperature in the above-mentioned temperature range are linear functions with the slope factors of 0.21 and 0.10 nm/°C, respectively. These factors determine the sensitivity of the method and ensure the temperature measurement accuracy within 2–3 °C.



Optical Hilbert Diagnostics of Hydrogen Jet Burning
Abstract
Diffusion burning of a hydrogen jet is studied by methods of the Hilbert optics. A diagnostic system based on the batch-produced IAB–463M device is implemented, which includes a specially developed Hilbert filtration module coupled with a light source. The influence of local turbulent perturbations (puff or slug) arising in the tube forming the jet on the dynamic structure and flame evolution is revealed. This phenomenon can be used to control the space-time structure of the flame.



Investigation of Characteristics of Thick Diffraction Gratings by the Method of Laser Heterodyne Tomography
Abstract
A procedure of layer-by-layer investigations of characteristics of thick amplitude-phase gratings by the method of laser heterodyne tomography is presented. The parameters of a thick grating nonlinearly recorded on an additively colored crystal of calcium fluoride (CaF2 : Na) are estimated. The main theoretical postulates of laser heterodyne tomography are experimentally validated.



Effect of Photo-response Nonlinearity on the Diffraction Efficiency of Holograms
Abstract
The effect of the photo-response nonlinearity of a holographic material on the achievable diffraction efficiency of holograms has been studied. It has been shown that the interaction between the hologram form factor and the photo-response nonlinearity leads to an increase in diffraction efficiency compared to a linear photo-response. Numerical calculations for the photo-response nonlinearity corresponding to Reoxan phase holographic material are presented.



Calculation of Light Scattering on a Bragg Grating by Recursion of Transfer Matrices on a Nonuniform Grid
Abstract
The direct problem of light scattering for a fiber optic Bragg grating is considered. The formulation and solution of the problem based on the transfer-matrix method are discussed. A modification of the method is proposed which reduces it to a computationally convenient universal recursive algorithm similar to the Thomas algorithm. Using the finite volume method in the coupled-mode approximation, the elements of transfer matrices were calculated with local third-order accuracy in coordinate on a nonuniform computational grid. Numerical calculations for the direct scattering problem for a Bragg grating with apodization and nonlinear chirp were performed using the recursive algorithm. Numerical simulations confirmed the significant increase in the accuracy of calculations when solving the scattering problem on a nonuniform grid.



Polarization Conversion by Transformation of the TM0–TE1 Modes in an Ion-Exchange Glass Waveguide
Abstract
The mode structure of a four-layer optical waveguide consisting of an ion-exchanged channel waveguide in glass coated with a highly refractive nanoscale dielectric film has been studied. It has been found that varying the geometric dimensions of the film changes the polarization states of the second and third waveguide modes: the TM0 mode is transformed into the TE1 mode, and the TE1 mode becomes the TM0 mode. Based on this, a new method of designing a waveguide polarization converter has been proposed and experimentally confirmed.



Analysis and Synthesis of Signals and Images
Terahertz Imager Based on a THz-to-IR Converter
Abstract
A new terahertz (THz) imager based on THz-to-IR conversion has been proposed and studied. The THz-to-IR converter consists of an ultra-thin resonant THz absorber (meta-absorber) whose backside is coated with an emission layer with an emission factor close to unity. The absorption of THz radiation leads to converter heating, which is recorded by an IR camera from the emission layer side. The small thickness of the converter (more than 50 times smaller than the working wavelength of THz radiation) determines its low heat capacity, resulting in an increase in the sensitivity and operating speed of the imager. Optimization of the optics of the THz imager, making cuts in the converter structure to reduce the blooming and increase the response, and the IR image processing method increasing the signal-to-noise ratio, provided the sensitivity of the THz imager similar to the sensitivity of thermal detectors in the 8–12 μm IR range.






Detection of Moving Objects by a Passive Scanning System
Abstract
The problem of detection and estimation of spatial coordinates of moving objects by a passive scanning system of vision is solved. Algebraic and algorithmic approaches to determining the spatial coordinates and parameters of object motion are proposed. These approaches differ by taking into account the object velocities in searching for conjugate vectors of directions to the objects. The algorithms developed on the basis of these approaches show that the approach with allowance for motion parameters offers significant advantages of higher accuracy of coordinate estimation and higher probability of detecting all objects.



Nonlinear Estimation of Signal Parameters under the Influence of Narrowband Non-Gaussian Noise
Abstract
The processing of information signal parameters under conditions of inertialess nonlinear transformation of an input mixture of a signal and narrowband non-Gaussian noise is considered. The nonlinear processing of signal parameters is analyzed in the ranges of both small and arbitrary mismatch between the measured signal parameters and their estimates, as well as at a random signal-to-noise ratio at the gauge input. Two methods of optimization of a multichannel discriminator based on the minimum generalized mean-square error criterion and their corresponding structural schemes are obtained. The vector of optimal amplitude characteristics of the nonlinear transformation unit is found. It is shown that the discrimination and fluctuation characteristics of the discriminator are given by the mean value of the error signal and its variance.



Integral Operator for Boundary Contrasting of Two-Dimensional Images Formed by an Optic-Electronic Device
Abstract
Mathematical bases of an integral operator for differentiating 2D images in order to increase their contrast are presented. Images are formed by an optic-electronic device under different background conditions. It is proven that the operator suppresses high-frequency components of images, generated by an applicative background and additive noise of the device. The universal property of the operator is determined, from which the known key differentiation operators are derived: gradient, Roberts, and Laplace operators. The results of contrasting real images by the proposed operator are presented.



Identification of Dynamic Objects using a Family of Experimental Supporting Integral Curves
Abstract
A specially planned experiment based on obtaining a required family of estimates of supporting integral curves (approximately described in a given finite system of base functions) is used to solve a problem of active identification of a dynamic object, which corresponds to an a priori unknown differential equation. In view of the fact that experimental data may contain fluctuation and singular interference, a method is developed for optimal unbiased estimation of linear quantitative characteristics of the object behavior and an approximate analytical solution (differential equation), which is valid for a given set of permitted time values and an initial condition. The basic characteristics of the method are substantiated, and the results of the computational experiment are presented.



Automation Systems in Scientific Research and Industry
Modern Ground-Based Solar Telescopes and Requirements for Their Automation Systems
Abstract
This paper systematizes and generalizes data on the specific features, operation modes, and technical characteristics of world-class ground-based solar telescopes in order to obtain information required to develop and design an automated control systems for the large solar telescope included in the National Heliogeophysical Complex of the Russian Academy of Sciences.


