


Vol 166, No 2 (2024)
Articles
SELF-CONSISTENT QUASI-CLASSICAL APPROACH TO DESCRIBING PARTICLE MOTION IN A DISSIPATIVE MEDIUM
Abstract
An approximate self-consistent approach is proposed that allows describing the quasi-classical translational dynamics of a non-relativistic particle in a dissipative medium with arbitrary dependence of the corresponding dissipative forces on velocity. It is shown that dissipation suppresses the quantum properties of the particle. This leads to the necessity of interpreting propagation in a dissipative medium as a continuous process of measuring the particle state. As examples, non-stationary coherent states of the particle are considered at three stages of its deceleration in the medium due to ionization losses. These stages correspond to high-energy losses, losses in the vicinity of the Bragg peak, and low-energy losses at the final stage of propagation.



COHERENT CONTROL OF POPULATION IN BOUND STATES IN QUANTUM WELLS BY A PAIR OF HALF-CYCLE ATTOSECOND PULSES
Abstract
The study of interaction features between unipolar subcycle pulses and matter has shown the necessity of both revising standard theories of light-matter interaction and introducing new concepts in optics, such as pulse area interference. In this work, based on numerical solution of the time-dependent Schrödinger equation, we study the features of nonlinear interference of pulse areas during particle ex- citation in a rectangular potential well driven by a pair of half-cycle attosecond pulses. It is shown that when changing the delay between pulses, the population dependence of bound states on delay exhibits characteristic beating pattern, unlike the simple harmonic dependence obtained in the case of small field amplitude. The conducted research directly demonstrates the possibility of controlling quantum systems using sequences of half-cycle pulses, particularly the possibility of increasing ionization probability or its complete suppression and the possibility of inducing population difference gratings in multilevel media.



COHERENT PROPAGATION OF HALF-CYCLE LIGHT PULSE IN A THREE-LEVEL MEDIUM
Abstract
Based on the numerical solution of Maxwell-Bloch equations, we study the dynamics of coherent propagation of unipolar, half-cycle, attosecond light pulse in a three-level resonantly absorbing medium. A comparison with the propagation of such pulse in a two-level medium is performed. It is shown that the pulse, which behaves like a 4π-pulse in a two-level medium, in a three-level medium behaves like a 6π-pulse and splits into three sub-pulses propagating at different velocities in the medium. The investigated phenomenon allows for a more detailed understanding of the still insufficiently studied dynamics of coherent propagation of half-cycle pulses in a resonant medium.



VACUUM BIREFRINGENCE AND DICHROISM IN A STRONG PLANE-WAVE BACKGROUND
Abstract
In the present study, we consider the effects of vacuum birefringence and dichroism in strong electromagnetic fields. According to quantum electrodynamics, the vacuum state exhibits different refractive properties depending on the probe photon polarization and one also obtains different probabilities of the photon decay via production of electron-positron pairs. Here we investigate these two phenomena by means of several different approaches to computing the polarization operator. The external field is assumed to be a linearly polarized plane electromagnetic wave of arbitrary amplitude and frequency. Varying the probe-photon energy and the field parameters, we thoroughly examine the validity of the locally-constant field approximation (LCFA) and techniques involving perturbative expansions in terms of the external-field amplitude. Within the latter approach, we develop a numerical method based on a direct evaluation of the weak-field Feynman diagrams, which can be employed for investigating more complex external backgrounds. The polarization operator depends on two parameters: classical nonlinearity parameter ξ and the product η = ωq0/m2 of the laser field frequency ω and the photon energy q0 (m is the electron mass). The domains of validity of the approximate techniques in the ξη plane are explicitly identified.



SIMULATION OF ENERGY ABSORPTION PROCESSES IN WATER NEAR THE SURFACE OF GOLD NANOPARTICLE UNDER X-RAY PHOTON IRRADIATION
Abstract
Monte Carlo method was used to simulate secondary ionization processes and energy absorption in water around gold nanoparticles with diameters ranging from 2 to 100 nm after photoionization by photons with energies in the range of 20 to 80 keV. The spectra of secondary photons and electrons emitted by nanoparticles arising from cascade decay of inner vacancies in ionized gold atoms were calculated. The average energies re-emitted by nanoparticles by secondary photons and electrons were calculated as functions of nanoparticle diameter, as well as radial dependencies of local absorbed dose in water near the surface of nanoparticles of various diameters. It is shown that the nanoparticle re-emits most of the energy of absorbed primary photons with photoelectrons and Auger electrons. The greatest contribution to the number of secondary ionization events and absorbed dose near the nanoparticle surface comes from Auger electrons formed as a result of cascade relaxation of vacancies in the inner electron shells of gold atoms.



PHOTON SPLITTING PROCESS IN A STRONG MAGNETIC FIELD CONSIDERING THE INFLUENCE OF POSITRONIUM
Abstract
The process of photon splitting γ → γγ in a strong magnetic field considering the contribution of positronium to photon dispersion has been examined. It is shown that such conditions lead to the opening of a new reaction channel and changes in the selection rules for photon polarizations. The corresponding partial probabilities for allowed channels have been calculated. An estimate of the efficiency of the process under consideration has been obtained.



EFFECT OF COLOR RANDOMIZATION ON pT BROADENING OF FAST PARTONS IN TURBULENT QUARK-GLUON PLASMA
Abstract
We analyze the effect of the parton color randomization on pT broadening in the quark-gluon plasma with turbulent color fields. We calculate the transport coefficient for a simplified model of fluctuating color fields in the form of alternating sequential transverse layers with homogenous transverse chromomagnetic fields with random orientation in the SU(3) group and gaussian distribution in the magnitude. Our numerical results show that the color randomization can lead to a sizable reduction of the turbulent contribution to ˆq. The magnitude of the effect grows with increasing ratio of the electric and magnetic screening masses.



ATOMIC MECHANISM OF THE INFLUENCE OF ELASTIC DEFORMATIONS IN EPITAXIAL Ge LAYERS ON THE SURFACE Si(111) ON THE DIFFUSION OF Ge ADATOMS
Abstract
Using density functional theory calculations, the atomic mechanism of the influence of compressive strains formed on the Ge(111) – 7 × 7 surface of epitaxial layers , grown on Si(111) substrate, on the diffusion of Ge adatoms was investigated. It was found that the energy barrier limiting the migration of Ge adatoms over long distances is located near corner vacancies of the 7 × 7 structure and is caused by the formation of a covalent bond between the Ge adatom and a dimer atom within the 7 × 7 structure. It is shown that the barrier increase on the elastically compressed surface occurs due to strengthening of the dimer bond during surface compression, which leads to weakening of the bond between the Ge adatom and the dimer atom.



THE INFLUENCE OF MAGNETIC FIELD AMPLITUDE ON THE MAGNETIZATION REVERSAL KINETICS OF MAGNETIC NANOPARTICLES
Abstract
The influence of magnetic field amplitude on magnetization reversal kinetics and the magnetic hyperthermia effect produced by a single-domain ferromagnetic particle immobilized in a non-magnetic medium has been theoretically investigated. The calculation results, based on the mathematically regular Kramers theory, show that the dissipation W of alternating magnetic field energy in the particle can increase with field amplitude faster than according to the quadratic law W ∼ H20. This conclusion, at least in principle, explains recent experiments on magnetic hyperthermia in systems of immobilized particles, where the dependence was discovered W ∼Hγ0 , γ > 2.



MAGNETIC AND SUPERCONDUCTING PROPERTIES OF Fe-DOPED HIGH-TEMPERATURE SUPERCONDUCTORS YBaCuO SYNTHESIZED BY SOL-GEL METHOD
Abstract
For a series of iron-doped polycrystalline high-temperature superconductors Y1–xFexBa2Cu3Oy (0 ≤ x ≤ 0.05), synthesized using the nitrate-citrate variant of the sol-gel method, studies of structural (by X-ray and electron microscopy methods) and magnetic (in alternating and constant magnetic fields) properties were conducted. For these samples, the dependencies of crystallographic parameters, crystallite sizes, superconducting transition temperatures on the doping level were determined, as well as the type and magnitude of magnetization hysteresis in fields up to 6 T. Field dependencies of intracrystalline critical current density Jc were calculated. It was shown that uniform distribution of the dopant throughout the crystallite volume due to the application of the sol-gel method leads to significant improvement in functional parameters compared to samples obtained by solid-state method. The microstructure improves, which is manifested in increased sizes and more distinct crystallite faceting, as well as narrowing of the temperature interval of transition to the superconducting state, increase in the magnitude of magnetic field hysteresis of magnetization and critical current. As a result, in sol-gel samples with iron doping level x ≈ 0.03, an increase effect Jc exceeding an order of magnitude is achieved.



FABRICATION AND STUDY OF THE p − Si/α − Si/Ag MEMRISTOR CROSSBAR ARRAY
Abstract
We study the formation of the conductive channels in α-Si memristors and demonstrate their operation in the crossbar array. The latter can be utilised as the basic component of the neuromorphic chip tailored for edge computing. The conductive channels in α-Si are formed by the migration of Ag along with Cu ions. Such a channel has switching current-voltage characteristics at high bias, Vbias > 2V, and highly non-linear that at low bias, Vbias < 0.5V. Memristor can be re-programmed to different resistance states with short voltage pulses of amplitude above 2 V. We demonstrate the programming of the memristor crossbar array and its operation in vector-by-matrix multiplication with an 87% accuracy.



UNTANGLING THE VALLEY STRUCTURE OF STATES FOR INTRAVALLEY EXCHANGE ANISOTROPY IN LEAD CHALCOGENIDES QUANTUM DOTS
Abstract
We put forward a generalized procedure which allows to restore the bulk-like electron and hole wave functions localized in certain valleys from the wave functions of quantum confined electron/hole states obtained in atomistic calculations of nanostructures. The procedure is applied to the lead chalcogenide quantum dots to accurately extract the intravalley velocity matrix elements and the constants of the effective intravalley Hamiltonian of the exchange interaction for the ground exciton state in PbS and PbSe quantum dots. Our results suggest that intravalley parameters in PbS quantum dots are much more anisotropic than the ones in PbSe. Renormalization of the velocity matrix elements, forbidden band gap, valley and exchange splittings of exciton and exciton binding energy are also calculated.



BKT TRANSITION IN PHYLLOTAXIS
Abstract
We explore a two-parameter renormalization group (RG) within the framework of the «energetic approach» introduced by L. Levitov, for the phyllotaxis model. Our focus lies on an equilibrium distribution of strongly repulsive particles situated on the surface of a finite cylinder. We investigate how these particles redistribute as the cylinder undergoes compression along its axis. Specifically, we construct the modular-invariant β-function for the system, which is explicitly expressed in terms of the Dedekind η-function. Utilizing this β-function, we derive equations that describe the RG flow near the bifurcation points, which mark the boundaries between different lattice configurations. By analyzing the structure of these RG equations, we assert the emergence of Berezinskii – Kosterlitz – Thouless transitions under significant cylinder compression.


