![Open Access](https://journals.rcsi.science/lib/pkp/templates/images/icons/text_open.png)
![Restricted Access](https://journals.rcsi.science/lib/pkp/templates/images/icons/text_unlock.png)
![Restricted Access](https://journals.rcsi.science/lib/pkp/templates/images/icons/text_lock.png)
Vol 61, No 11 (2016)
- Year: 2016
- Articles: 12
- URL: https://journals.rcsi.science/1064-2269/issue/view/12348
Electrodynamics and Wave Propagation
Transformation of symmetric waves of a circular waveguides on a bianisotropically gyrotropic diaphragm
Abstract
A method for solving the problem of transmission of symmetric Е- and Н-waves of a circular waveguide with perfectly conducting walls through an azimuthally symmetric diaphragm of a bianisotropically gyrotropic material is developed. Solving the problem is reduced to the numerical solution of a system of partial differential equations for the potentials. Conditions for the mutual transformation of the Н01- and Е01-waves passing through ferrite and plasma diaphragms in a longitudinal magnetic field are studied numerically.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Two approaches to solving the problem of diffraction by a cylindrical body with a coordinate-dependent refractive index
Abstract
An algorithm based on solving a two-dimensional integral equation for the problem of diffraction by an infinite cylindrical body with a coordinate-dependent refractive index is proposed. For the diffraction by a circular cylinder, rigorous approach reduced to solving the Helmholtz equation by expanding the field in a combined basis of splines and trigonometric functions is used. The comparison of two methods for the case when the squared wavenumber depends parabolically on the x-coordinate is performed. The method on the basis of the integral equation was tested on a problem of plane-wave scattering by a cylinder with an elliptic or a rectangular cross section under the assumption that the wavenumber of the medium inside the cylinder may be constant. A special case of the diffraction by an inhomogeneous circular cylinder from a metamaterial is also considered.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Statistical Radiophysics
The accuracy of coordinate measurements in multistatic radar systems with complex consideration for primary measurement errors due to noise, atmospheric fluctuations, and uncertainty in position topo binding
Abstract
By the example of a range-sum three-position active radar system with cooperative reception, a procedure for calculation of the accuracy of measuring the target coordinates that is based on inversion of the multidimensional Fisher information matrix is presented. The set of primary measurement errors in bistatic delays (ranges), which are determined by the action of the noise of the receivers, atmospheric fluctuations of the propagation delay, and uncertainties of the positions topo binding of the multistatic radar system, is taken into account. An example of calculation of the root-mean-square deviations of the errors of the three-coordinate measurement is given.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Modification of the nonlinear kalman filter in a correction scheme of aircraft navigation systems
Abstract
An algorithm for correction of the navigation data of an aircraft that uses an inertial navigation system and the global positioning system (GPS) is considered. Estimation algorithms, namely, linear and nonlinear Kalman filters, are investigated. A method for modification of the nonlinear Kalman filter with the use of a genetic algorithm has been developed. To estimate the operability and accuracy of the modified nonlinear Kalman filter, simulation based on the data of a laboratory experiment conducted with the use of real navigation systems KIND34-059 and AIST-350 has been performed. The results of the laboratory experiments conducted with the use of real navigation systems have demonstrated high accuracy of data processing by the nonlinear Kalman filter modified by the genetic algorithm.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Dynamic Chaos in Radiophysics and Electronics
Radio lighting based on ultrawideband dynamic chaos generators
Abstract
The problem concerned with lighting of objects and surfaces by means of artificial incoherent microwave sources is considered with the aim of their subsequent observation with the help of radiometric equipment. Transmitters based on dynamic chaos generators are used as wideband incoherent microwave emission devices. The experimental sample of the given device, namely, radio light lamp based on the chaos microgenerator, and its characteristics are described.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Radio Phenomena in Solids and Plasma
Calculation of acousto-electronic devices based on original models of piezoelectric and magnetostriction currents
Abstract
A method of equivalent currents and energy method allow significant simplification of the calculation of acousto-electronic devices in comparison with alternative methods based on the normal Auld modes, Shockley–Ramo theorem, reciprocity principle, and Green function. A common character of four original models of piezoelectric and magnetostriction currents that serve as sources of electromagnetic perturbations is demonstrated and proven.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Formation of the two-dimensional image edge in two diffraction orders in the process of triple Bragg diffraction
Abstract
The possibility of formation of the edge of a 2D optical image in two diffraction orders by means of Fourier processing with the use of triple Bragg diffraction is proposed and confirmed experimentally. A new model of 3D acousto-optic interaction in a gyrotropic crystal is developed, and transfer functions are calculated. The theoretical results of image processing are confirmed experimentally using triple Bragg diffraction in a TeO2 crystal.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Microwave Electronics
Following-wave amplification mode of a clinotron
Abstract
The following-wave amplification mode of a model of the clinotron with linear electron trajectories is studied in the framework of linear and nonlinear theories. It is demonstrated that the clinotron effect is absent in the linear mode, since the amplification factor is maximized at zero angle between the beam and the surface of the slow-wave structure. In the large-amplitude mode, an obliquely incident beam, on the contrary, enhances the interaction efficiency. This is associated not only with the fact that partial layers of an obliquely incident beam propagate through the region where the HF field of the surface wave is largely localized, but also with weakening of nonlinear effects of bunching and energy exchange between the beam and the HF field. Comparative analysis of the efficiency of the clinotron effect in the modes of backward-wave oscillation and forward-wave amplification is performed.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Electron and Ion Optics
States of a one-dimensional electron flow
Abstract
The steady states of a 1D electron flow of electrons interacting with their self electric field are studied. A system of equations taking into account the hydrostatic pressure is reduced to a first-order nonlinear equation; partial solutions of this system are obtained. The possibility of exceeding of the ion sound velocity by ions is demonstrated. The behavior of a flow described by the adiabatic state equation is considered.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Physical Processes in Electron Devices
Design of resonators from sections of irregular transmission lines
Abstract
The problem of minimization of the difference in the characteristic impedances of resonators designed from sections of smoothly irregular and stepwise irregular transmission lines, which have distributions of initial eigenfrequencies important for practice, is solved. This problem is solved using the parametric synthesis method in which resonator eigenfrequencies are used as independent variables. It is shown that stepwise irregular resonators have lesser differences in the characteristic impedances than smoothly irregular resonators. A characteristic feature of synthesized resonators, their tendency to most simple shapes, is found. A set of synthesized stepwise irregular resonators is presented and their main characteristics are described. Using features of the obtained solutions, a simple method for the design of stepwise irregular resonators with minimum difference in the characteristic impedances is proposed, which allows one to expand in future the set of resonators suitable for practical applications.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Pure shear backward waves in the X-cut and Y-cut piezoelectric plates of potassium niobate
Abstract
The problem of the existence of pure shear backward waves and waves with zero group velocity is investigated for X-cut and Y-cut plates of orthorhombic crystal of potassium niobate, which distinguishes from the other crystals by exceptionally strong piezoelectric effect. The secular equations of the problem are derived in an explicit analytical form and they are studied numerically in the case of crystal-vacuum interface. Two factors contributing to the appearance of backward waves are identified: the negative displacement of the rays of bulk shear waves at oblique reflection from the surface in piezoelectric crystals and the concavity in cross section of the slowness surface for bulk shear waves near the X axis of the potassium niobate plate. The wide frequency ranges of the existence of symmetric and antisymmetric backward waves of the first and second orders are numerically found in the X-cut plate, for which both of these factors affect. To study the dispersion spreading of backward shear wave pulses, it is suggested to apply the parabolic equation corresponding to the second approximation in the dispersion theory. It is demonstrated that the “diffusion” coefficient in this equation vanishes at certain frequencies, leading to significant suppression of the dispersion distortions in the pulses of the waves under study.
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)
Novel Radio Systems and Elements
Application of superconducting integrated receiver in the TELIS instrument for the spectroscopic study of atmosphere
Abstract
A superconducting integrated receiver (SIR) (superheterodyne receiver) is developed for detection of radiation in a frequency range of 450–650 GHz. The SIR is used as a detector in the Terahertz Limb Sounder (TELIS) instrument that is mounted on a high-altitude balloon for the study of the atmospheric composition in the terahertz frequency range using limb sounding. The TELIS instrument and its detectors are described, and several results of the measurements in Polar Regions in 2009–2014 are presented
![pages](/img/style/pages.png)
![views](/img/style/views.png)
![](/img/style/loadingSmall.gif)