


Vol 73, No 5 (2018)
- Year: 2018
- Articles: 17
- URL: https://journals.rcsi.science/0027-1349/issue/view/10069
Optics and Spectroscopy. Laser Physics (Review)
The “Paradox” of Karl Popper and Its Connection with the Heisenberg Uncertainty Principle and Quantum Ghost Images
Abstract
An experiment to verify the adequacy of the Heisenberg uncertainty principle, as proposed by Karl Popper and implemented in practice, is considered. As in the Einstein–Podolsky–Rosen paradox, the quantum properties of an entangled pair of elementary particles are used. In this case, a ghost image of a narrow slit is actually formed. The results of the experiment, at first glance, support a violation of the uncertainty principle. However, analysis of the spatial resolution of the slit ghost image shows that this is not correct. A more correct description of diffraction in the case of spatially limited light beams, gives no violation of the uncertainty principle. The results can be also used to estimate the extreme quality of diffraction limited ghost images.



Theoretical and Mathematical Physics
Nonlinear Electrodynamic Birefringence in a Multipole Magnetic Field
Abstract
A nonlinear electrodynamic change in the phase of an electromagnetic wave after passing through a hexapole magnetic field is determined. It is shown that any pulse of electromagnetic radiation changes its initial polarization due to vacuum nonlinear electrodynamics equations. The front and back of the pulse with the length of cτ are linearly polarized in mutually orthogonal planes; the part enclosed between them, in the general case, becomes an elliptically polarized wave.



Improved Generation of Higher Harmonics and Suppression of the Lowest Harmonics in an X-Ray FEL with a Two-Frequency Undulator
Abstract
Theoretical research and simulation of the suppression of the lowest harmonics of free-electron laser radiation (FEL) with a two-frequency undulator was carried out. A phenomenological model of an FEL that describes the evolution of power in an FEL considering all the main losses was used. Radiation of harmonics in an FEL with a two-frequency flat undulator is compared with the radiation of harmonics in an FEL with an ordinary flat undulator. Radiation of harmonics and the FEL-induced energy spread in a single-pass FEL, where harmonics that are lower with respect to the nth harmonic are suppressed, for example, by a shift of the electron phase relative to photons by kπ/n, k = even, between the undulator walls were investigated. The advantages of using a two-frequency undulator in an FEL with suppressed lowest harmonics and the possibility of generating high-power X-ray radiation of higher harmonics in a linear mode are illustrated. The power of the higher harmonics can exceed the pitch power of an ordinary FEL with a flat undulator.



Radiophysics, Electronics, Acoustics
Finding Geometrical and Phase Corrections for Transmitting–Receiving Transducers of a Ring Antenna Array
Abstract
An algorithm for estimating the geometrical and phase corrections for receiving–transmitting transducers of a ring antenna array of an ultrasonic tomograph is proposed. These corrections should be taken into account at the stage of the reconstruction of the spatial distributions of the sound velocity and absorption coefficient of an object under study (the breast); otherwise, the quality of the obtained tomograms will deteriorate significantly.



Optics and Spectroscopy. Laser Physics
Analysis of the Influence of Longitudinal Fields on the Scattering Properties of Nonspherical Plasmonic Nanoparticle Clusters via the Discrete-Sources Method
Abstract
We consider the problem of diffraction of a plane electromagnetic wave field at a linear cluster consisting of two plasmonic nanoparticles while accounting for the nonlocal effect. The research is based on the mathematical model of the generalized non-local optical response. On the basis of the modification of the discrete sources method, a comparative numerical analysis of the scattering characteristics in the frequency domain is carried out depending on the geometry of the particles and the distance between them. It has been established that taking longitudinal fields into account has a significant influence on the extinction cross section and even more on the scattering cross section.



Condensed Matter Physics
Mechanical Properties of Y2Al Crystal
Abstract
Using density functional theory (DFT) calculations, we study the structural parameters and mechanic properties of Y2Al compound. The independent elastic constants of Y2Al compound were calculated and the results show that Y2Al compound is mechanically stable. Some polycrystalline quantities such as the bulk and shear moduli, Young’s modulus, and Poisson’s ratio of Y2Al compound were derived from calculated elastic constants. The obtained results were compared with the existing experimental and other theoretical data.



Photon-Assisted Electronic Transport Through an Asymmetrically Coupled Triple-Quantum Dot Interferometer
Abstract
We present theoretically the quantum electronic transport through an interferometer asymmetrically coupled with triple quantum dots. Using the Keldysh non-equilibrium Green’s function method, the photon-assisted transport properties through the asymmetric quantum system are numerically analyzed. The sidebands of the photon-assisted tunneling process appear when driven by the time-modulated field. The average current spectra are simulated as a function of quantum dot energy to understand the roles of side-coupling strength and time-modulated field in sideband effect and electron tunneling. This is helpful in future design of the basic structures required for quantum computation applications.



Electron Transport in a Single-Electron Molecular Transistor with an Rh, Ru, or Pt Single-Atom Charge Center
Abstract
The method of parameterization of the electron energy spectrum of molecules is used to theoretically study the specific features of the energy spectrum of a family of molecules of the monometallic coordination compound of terpyridine with Rh, Ru, and Pt atoms and the electron transport properties of molecular single-atom transistors based on this family of molecules. The coefficients for the parametric shell model of the energy spectrum are obtained for the studied molecules. It is demonstrated that the electron-transport characteristics of molecular single-atom transistors with atoms of transition metals with similar numbers of d electrons have similar shapes and features.



Chemical Physics, Physical Kinetics, and Plasma Physics
The Degree of Air Ionization in а Plasma of а Non-Stationary Pulsating Discharge in Subsonic and Supersonic Flows
Abstract
The ionization degree of the plasma in a nonstationary pulsating discharge created by a stationary power source in subsonic and supersonic airflows has been determined. lt was experimentally found that the electron density in the plasma near electrodes varies from 1015 to 3.7 × 1016 cm–3 and the gas temperature increases from 400 to 1250 K when the flow velocity varies from 150 to 520 m/s at a constant discharge current of 15.5 A. It is shown that the gas ionization degree in the pulsating discharge plasma is on the order of l0–4 at low subsonic airflow velocities, while with the increase in the flow rate it increases sharply and reaches the value of 10–2 at the velocity of 500 m/s.



Thermodynamically Consistent Equations of State
Abstract
The equation of state for gaseous plasma is well described bу the Saha model. In this work, accounting for the finite ion core volume is included in this model. This improvement allows the expansion of the Saha model to superhigh densities and moderate temperatures, where plasma can be considered as a liquid. In this domain, the thermodynamics of the Saha model is quite close to that of the Thomas–Fermi model with corrections (TFC), which is conventionally used for condensed matter. This improved the agreement of the theory with experimental data. Using a special interpolation, the Saha model and the TFC model are united in a single equation of state, in which the strict thermodynamic consistency of all quantities is provided. The latter is very important for the application of the equation of state in gasdynamic calculations.



The Effects of Small Contaminants on the Formation of Structures during Rayleigh–Bénard–Marangoni Convection in a Planar Liquid Layer
Abstract
It is shown that convective structures that form upon heating a planar liquid layer from below are determined not only by standard similarity parameters, such as the Prandtl, Rayleigh, and Marangoni numbers, but also by the presence or absence of an elastic film on the surface of the liquid, which occurs because of impurities and stabilizes the surface. The level of impurities contained in distilled water is enough to prevent Marangoni convection, and only additional purification (deionization) of water allows one to induce the thermocapillary effect. Using the method of infrared surface thermography, the mean size of thermal structures that emerge on the surface in different liquids at different temperatures and layer thicknesses is determined. A convection theory that takes the impurities in the linear and nonlinear approximations into account is examined and good compliance of the theoretical calculations with the experimental data obtained in the present work is demonstrated.



Biophysics and Medical Physics
Analysis of Secondary Photons Emergent from Combined Material Slab as a Function of Slab Thickness
Abstract
Material science is very important for developing the linear accelerator. Determination and understanding of material behavior face to X-rays is a basic study for photon beam modifiers improvements. In this study, the 6 MV photon beams produced by Varian Clinac 2100 was modelled by Monte Carlo simulation using BEAMnrc code and thereafter the flattening filter was replaced by a slab of aluminum and copper separately and by slab of both materials combined together with different thickness of 2.5, 5, 7.5, and 10 mm.
The purpose of this study is to investigate the scattered photons with thickness of combined material slab as a function of off-axis distance. The scattered photons increased with thickness of copper alone slab, combined aluminum-copper slab and copper-aluminum slab, but for aluminum alone slab they decreased with slab thickness. The stacking order of these two materials affects the characterization of scattered photons emergent from material slab with thickness. The combination of materials and the manner that the stacking was done affects the scattered photons production. The material combination could improve the radiotherapy efficiency in beam modifier development using more than two materials.



Clusterization of Inositol Trisphosphate Receptors Determines the Shape of the Calcium Oscillation Peak in Platelet Cytosol
Abstract
Platelets, which are anucleate blood cells, should have the capacity to respond to an external stimulus within 1 second. This capacity is maintained by calcium signaling, the process of intracellular signal transmission mediated by an increase of the calcium ion concentration in the cytosol due to calcium release from the endoplasmic reticulum through the inositol trisphosphate receptor channel (IP3R). The increase of the calcium concentration in the platelet cytosol is not monotonous, but rather has an oscillatory character, similar to the processes in many other cell types. The regularities that underlie the development of these oscillations were subjected to theoretical and experimental analysis in the present study. Total internal reflection microscopy of platelets immobilized on fibrinogen and loaded with the Fura-2 calcium-sensitive fluorescent label was used to monitor the dynamics of calcium concentration. The mathematical model of the IP3R–ATPase pair from [15] modified to take the platelet parameters into account was used to describe the process of oscillation development. The results of the study demonstrated a characteristic peak shape for calcium oscillations in the platelet: theoretical description of the peak shape essentially required the introduction of corrections that had the physical meaning of cooperative IP3R activation.



Astronomy, Astrophysics, and Cosmology
Motion Modeling of Two Linked Satellites in the Earth’s Gravitational Field for Solving Gravimetric Problems
Abstract
Motion modeling of two low-orbit linked satellites for measuring the Earth’s gravitational field parameters is presented. The model takes the factors that affect the satellite motion into account, such as nonspherical geopotential, atmospheric drag, tides, and third-body effects from the Moon, Sun, and planets of the Solar System. As a result of modeling, a search for the optimal configuration of satellites for completion of scientific tasks and possibility of technical realization is performed.



Physics of Earth, Atmosphere, and Hydrosphere
Modification of a Mathematical Model of Non-Isothermal Flow in an Oil-Kerogen-Containing Reservoir Taking Thermal Degradation of Kerogen into Account
Abstract
This paper deals with modification of a mathematical model for the multicomponent non-isothermal flow of oil and gas considering the processes of thermal degradation of kerogen upon heating of oil-kerogen-containing reservoirs. A system of differential equations that describe thermal degradation is formulated based on the data on testing a thermal-gas method at the deposit of the Bazhenov formation, as well as using the data from laboratory pyrolytic studies. The one-dimensional initial-boundary problem that is obtained is solved using numerical methods. The numerical experiments were carried out at different values of parameters for two models: the classical model of multi-component three-phase flow and the model supplemented by the equations that describe thermal degradation. The computational results obtained based on the two different models are compared; the advantages of the model proposed in this paper are shown.



Assessment of the Relative Roles of Viscoelastic Relaxation and Postseismic Creep in the Area of the Simushir Earthquake of November 15, 2006, Using Space Geodesy and Gravimetry
Abstract
The GRACE satellites have been operating in space for more than 15 years. Over this period, not only unique time series of monthly models were accumulated, but also the methods for data processing and suppression of different errors, primarily related to different sensitivity along and across the orbit, were substantially improved. This allowed the number of spherical harmonics in the GRACE monthly models to be increased from 40 up to 80 and even 96. This, in particular, opened new opportunities for investigating postseismic processes in the regions of major earthquakes. In this paper we discuss possible geodynamic processes that may be responsible for the growth of a positive gravity-field anomaly after the Simushir earthquake on November 15, 2006. The growth started a few months after this event and coincided in time with the activation of seismicity on the continuation of the zone of the coseismic rupture in depth. Numerical simulation using data from GPS stations and temporal variations of the gravity field has shown that the viscoelastic relaxation of stresses resulting from an earthquake plays a subordinate role. The main process that is responsible for postseismic displacements and the growth of the gravity anomaly is the postseismic creep in a vast zone around the coseismic rupture, including its continuation to a depth of 100 km.



Engineering Physics
Numerical and Laboratory Experiments on the Destruction of Construction Materials under the Impact of an Electromagnetic Field
Abstract
This paper presents the results of numerical experiments on the impact of electromagnetic radiation on strength characteristics of natural and artificial materials and the data of laboratory experiments on the destruction of Berea sandstones and concretes under the impact of an electric current on loaded samples with a constant velocity of deformation.


