


Vol 61, No 12 (2016)
- Year: 2016
- Articles: 13
- URL: https://journals.rcsi.science/1028-3358/issue/view/11967
Physics
Investigation of a sodium-chloride-damage region by femtosecond laser
Abstract
The damaged regions (craters) arising under optical destruction of a sodium-chloride surface by 40-fs pulses emitted from a terawatt titanium−sapphire laser system are investigated. The dependence of the sizes of the damaged spot and the crater depth on the laser-pulse energy are determined at a wavelength of 800 nm.



Saha model including volumes of ions
Abstract
A model of the ionization equilibrium of plasma (the Saha model) is constructed while taking into account the degeneracy of free electrons and the inherent volume of ion cores. The absence of corrections on the charge-particle interaction (the corrections on nonideality) is substantiated. The calculations showed that taking into account the inherent volume of ion cores explains the phenomenon of ionization by compression at high density and taking into account the degeneracy substantially improves the accuracy of thermodynamic functions in this region. All this makes it possible to advance the model of ionization equilibrium far beyond the gas region and extend it into the region of liquid plasma.



Method of calculation of electron states in large molecules using one-center functions of fragments
Abstract
A method of calculation of electron states in large molecules is proposed on the basis of the linear combinations of one-center functions of fragments with their interactions subsequently taken into account. It is shown that the computing procedure can be implemented similarly to the conventional one using LCAO.



Three-phonon stimulated Raman scattering in an orthorhombic LuAlO3 crystal
Abstract
High-order stimulated Raman scattering (SRS) has been revealed in a LuAlO3 crystal upon stationary picosecond laser excitation. All recorded Stokes and anti-Stokes χ(3)-nonlinear laser components are attributed to three SRS-promoting Аg vibrational modes of its octahedral anionic units (AlO3)–3.



Technical Physics
Method of holographic imaging of inhomogeneities in the density of a substance of a semitransparent medium using plane-parallel laser radiation
Abstract
A new method for coherent superbroadband sounding of a semitransparent substance with the aim to construct a three-dimensional image of its inner structure is proposed and justified. The method is based on irradiating the studied medium with a plane ray, spectral analysis by the two-dimensional Fresnel–Fourier transform, interferometric comparison of spatial spectra of scattered and reference signals, and holographic construction of a series of two-dimensional images of the medium followed by tomographic reconstruction of its three-dimensional image. The stochastic image model has been justified in a coherent approach for the first time both in the region of high frequencies and after the transfer of the radiation spectrum to the lowfrequency range of spatial frequencies to the surface of the radiation recorder. The spectral correlation characteristics of the speckle structure of the reconstructed image have been studied. Calculations and investigations of the spread function of the structure implementing the proposed method have been carried out.



Drift−diffusion model of normal glow discharge in an axial magnetic field
Abstract
A two-dimensional axisymmetrical computing model is formulated with using of which the mathematical modeling of the normal glow discharge in molecular hydrogen is fulfilled in an axial magnetic field with the induction B = 0.1 T in the pressure range p = 1.25−5 Torr and the current-source electromotive force E = 1−3 kV.



Development of the method of an electrohydrodynamic force effect on a boundary layer for active control of aerodynamic flows
Abstract
The results of investigations on the possibility of an electrohydrodynamic force effect on a gas flow implemented with the help of a barrier discharge are presented. A new method of controlling the laminar flow around a base with suppression of instabilities of the incoming flow due to electrohydrodynamic force action on the boundary layer near the forward edge of a swept wing is proposed. An efficient multidischarge actuator system is developed and created for active control of aerodynamic flows with induced-air-flow characteristics exceeding the world analogues.



Mechanics
Two-layer tubes from cubic crystals
Abstract
Effective Young’s moduli and Poisson’s ratios of two-layer tubes from cubic crystals have been analyzed theoretically. It is shown (using derived formulas for numerical estimates) that the mechanical properties of two-layer tube composites from auxetics and nonauxetics are not described by the mixture rule. It is demonstrated that the deviation of the effective modulus from the mixture rule predictions rapidly increases with an increase in Young’s modulus of the nonauxetic components of a composite. It is established that, combining auxetics and nonauxetics in layered tubes, one can obtain, depending on the packing order in layers, either a strong increase or a decrease in auxeticity.



Experimental investigation of the dynamics of a brake shoe
Abstract
The experimental stand is described and the results of investigation of the motion of a brake shoe are presented. In the noncritical region, the friction coefficient is determined experimentally. It is shown that its value corresponds to the condition of uniqueness of the solution for construction of this brake shoe. The dynamics observed in the paradoxical-motion region is described.



Singular invariant integrals for elastic bodies with thin elastic inclusions and cracks
Abstract
Equilibrium problems for an elastic body with partially delaminated thin elastic inclusions are considered. The inclusions are modeled within the framework of the Euler–Bernoulli and Timoshenko models of elastic beams. The presence of delamination means the existence of a crack between the inclusion and the elastic matrix. Displacements of the opposite crack faces are constrained with nonpenetration conditions. Formulas of the Griffith type giving the first derivatives of energy functionals with respect to the crack length are established. It is shown that the formulas for the derivatives admit representation in the form of invariant integrals independent of the smooth closed curve surrounding the crack tip. The obtained invariant integrals consist of the sum of regular and singular parts and are analogues of the classical Eshelby–Cherepanov–Rice J-integral.






New cases of integrable systems with dissipation on tangent bundles of two- and three-dimensional spheres
Abstract
Integrability in elementary functions is demonstrated for some classes of dynamic systems on tangent bundles of two- and three-dimensional spheres. The force fields possess the so-called variable dissipation with a zero mean and generalize those considered earlier.



Terrestrial pole oscillations with allowance for fluctuation-dissipation perturbations
Abstract
Based on a numerical-analytical model of the terrestrial pole oscillations, we investigate the effects of fluctuation-dissipation perturbations due to the pole tide. We consider the fluctuation perturbations at a frequency close to the Chandler one using the sea level data as an example. Allowance for the small irregular perturbations in tidal processes is shown to lead to variations in the Chandler component of the oscillations. We note that the amplitude of the Chandler pole oscillations is sensitive to the difference of the Chandler frequency and a frequency close to it and to the dissipation coefficients.


