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Vol 513, No 1 (2023)

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ФИЗИКА

THE VORTEX RING IN FERROMAGNET

Borisov A.B., Dolgikh D.V.

Abstract

A new type of vortex structures in the 3D ferromagnet is predicted – the vortex rings. It was established by experimental methods that these structures have finite energy. The nature of the interaction of pairs of such rings in the simplest cases was investigated.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):5-9
pages 5-9 views

NEW MARKERS FOR DETERMINATION OF CAROTENOID MOLECULES ISOMERISM USING RAMAN SPECTROSCOPY

Vasimov D.D., Ashikhmin A.A., Bolshakov M.A., Moskovskiy M.N., Gudkov S.V., Yanykin D.V., Novikov V.S.

Abstract

The paper presents an analysis of the experimental and calculated Raman spectra of plant and bacterial carotenoids: neurosporin, spheroiden, lycopene, spirilloxanthin, β-carotene, lutein, ζ-carotene, α-carotene and γ-carotene. A number of characteristic features in the Raman spectra of carotenoids are described for the first time, which make it possible to determine the structure of end groups of molecules and to distinguish their isomers.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):10-17
pages 10-17 views

CURRENT TRENDS IN THE DEVELOPMENT OF HIGH-ENERGY LASERS

Garanin S.G., Derkach V.N., Makarov K.N., Ostrovskiy V.A., Pergament M.I., Putilin M.V., Sizmin D.V.

Abstract

Current trends in developing high-energy lasers with pulse energies in the tens and hundreds of joules are considered. Active media are analyzed for their use in such lasers. Yb:YAG active crystalline and ceramic elements (AE) of Russian production are experimentally investigated at temperatures from 100 K to 295 K. The data of the AE cryogenic cooling system are presented. A diode pumping system for AE and a homogenizer of its radiation are described. The physical and technical characteristics of the pumping system are given. Fresnel losses, absorption losses, and losses due to amplified spontaneous emission (ASE), which reduce the energy stored in an inverted population, are experimentally measured. The results of measuring the gain in multipass circuits with different sets of AEs are presented.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):18-28
pages 18-28 views

GENERATION OF RECTANGULAR NANOSECOND ELECTROMAGNETIC PULSES WITH A PICOSECONDS RISE FRONT

Garnov C.M., Bulgakova V.V., Dolmatov T.V., Ushakov A.A., Bukin V.V.

Abstract

A method for generation of ultra-wideband electromagnetic pulses with a nanosecond duration and a picosecond rise time has been studied. The emitter is a horn antenna with a photoconductive switch irradiated by laser pulses. It has been shown that the duration of ultra-wideband electromagnetic pulses is determined by the length of the antenna and the semiconductor material, and the rising front is determined by the front of the laser pulses used to initiate the photoconductive switch. The work shows typical pulse durations of ~1 ns with a rising edge of up to ~34 ps.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):29-33
pages 29-33 views

DISTRIBUTION OF ELECTRIC FIELDS ON THE SURFACE OF INCLUSIONS IN MATRIX COMPOSITE

Kolesnikov V.I., Yakovlev V.B., Lavrov I.V., Sychev A.P., Bardushkin A.V.

Abstract

Expressions are obtained for operators of concentration of electric field strength and displacement on the surface of inclusions in matrix composite depending on shape and volume fraction of inclusions in material. These operators relate the fields on the inclusion surface on the matrix side with the average values of the electric field strength and displacement in the composite sample.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):34-40
pages 34-40 views

THE EFFECT OF ACCELERATED ABSORPTION OF LIQUID IN A TUBE DURING LASER CAVITATION ON A LASER HEATING ELEMENT

Chudnovskii V.M., Guzev M.A., Dats E.P., Kulik A.V.

Abstract

The expansion and collapse of a cavitation bubble during laser heating and subcooled boiling of water in the vicinity of the tip of an optical fiber (laser heating element) installed in a water-filled glass tube with two open ends is studied experimentally and numerically. Cavitation, initiated by continuous laser radiation, is accompanied by the pushing and pulling movement of the heated liquid in the tube and outside it. For the first time, it has been shown that in a tube with an installed laser heating element in a liquid flow moving behind the walls of the bubble, when it collapses at the pole of the bubble surface remote from the end, a liquid jet appears, directed through the bubble to the end of the optical fiber. The jet speeds up the process of sucking liquid into the tube.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):41-47
pages 41-47 views

МЕХАНИКА

ON CONTACT PROBLEMS FOR TWO STAMPS AND A NEW TYPE OF CRACK MODEL

Babeshko V.A., Evdokimova O.V., Babeshko O.M., Zaretskaya M.V., Evdokimov V.S.

Abstract

In this work, for the first time, an exact solution of the contact problem of interaction with a multilayer base of two semi-infinite stamps, the ends of which are parallel to each other, is constructed. Stamps are assumed to be absolutely rigid, and the distance between them can have any finite value. The task is an important stage in the algorithm for constructing models of a new type of crack in materials of different rheologies. The mechanism of destruction of the medium by cracks of a new type is radically different from the mechanism of destruction of the medium by Griffiths cracks, and has so far been poorly studied. Griffiths formed his cracks with a smooth border as a result of compression from the sides of an elliptical cavity in the plate. Cracks of a new type have a piecewise smooth border, resulting from the replacement of an ellipse with a rectangle compressed from the sides. The problem considered in the article can be considered as the result of the formation of a new type of crack with absolutely rigid banks and deformable lower boundary. Thanks to it, after the solution, it becomes possible to switch to deformable stamps and a crack of a new type in the rheological medium. The solution of this problem turned out to be possible due to the construction of exact solutions of the Wiener–Hopf integral equations on a finite segment. The paper shows how the solution of one of the previously unsolved problems allows us to investigate and solve exactly other problems, to identify previously unknown properties and resonances. As a result of constructing an exact solution to the problem, the fact that the solution of dynamic contact problems for stamp systems is not unique was confirmed and a dispersion equation for finding resonant frequencies was constructed.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):48-54
pages 48-54 views

A GAUGE-INVARIANT LAGRANGIAN DETERMINED BY THE n-POINT PROBABILITY DENSITY FUNCTION OF VORTICITY FIELD OF THE WAVE OPTICAL TURBULENCE

Grebenev V.N., Grishkov A.N.

Abstract

The geometry methods for Yang–Mills fields of the gauge transformations are applied to finding an invariant Lagrangian in fiber bundle of the configuration \(2d\) space \(X\) of the turbulent flow defined by the \(n\)-point probability density function \({{f}_{n}}\) (PDF). The two-dimensional wave optical turbulence is considered in the case of the inverse cascade of energy. The n-point PDF of the vorticity field satisfies the \({{f}_{n}}\)-equation from the Landgren–Monin–Novikov (LMN) hierarchy. The basic result reads: we construct the Lagrangian which is invariant under a subgroup \(H \subset G\) – the group of the gauge transformations in fiber bundles of the space X and the conserved currents.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):55-60
pages 55-60 views

EXACT SOLUTIONS TO INHOMOGENEOUS BOUNDARY VALUE PROBLEMS OF THE THEORY OF ELASTICITY IN A RECTANGLE

Kovalenko M.D., Kerzhaev A.P., Menshova I.V., Karnet Y.N.

Abstract

A method is proposed for constructing exact solutions to boundary value problems of the theory of elasticity in a rectangle with stiffeners located inside the region (an inhomogeneous problem). The solutions are represented by series in Papkovich–Fadle eigenfunctions, the coefficients of which are determined explicitly. The method is based on the Papkovich orthogonality relation and the theory of expansions in Papkovich–Fadle eigenfunctions developed by the authors in homogeneous boundary value problems of the theory of elasticity in a rectangle (the biharmonic problem). The solution sequence is demonstrated with the example of an even-symmetric problem for a rectangle the sides of which are free, and an external load acts along the stiffener located on the axis of symmetry of the rectangle.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):61-66
pages 61-66 views

ANALYTICAL SOLUTION OF THE CREEP PROBLEM VISCOELASTIC MATERIAL IN A ROUND TUBE

Kovtanyuk L.V.

Abstract

Using a mathematical model of large deformations of materials with elastic, plastic and viscous properties, an analytical solution was obtained for deformation under creep conditions of a bung in a round tube with a varying pressure drop. The motion is considered taking into account the sliding of the material in the vicinity of the rigid wall of the pipe and its deformation under increasing, constant and decreasing pressure. Displacements, reversible and irreversible deformations, stresses at all stages of deformation, including residual deformations and stresses at full unloading are calculated.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):67-71
pages 67-71 views

DIFFUSION COMBUSTION OF A HYDROGEN MICROJET, OUTFLOWING FROM A CURVLINEAR CHANNEL

Kozlov V.V., Dovgal A.V., Litvinenko M.V., Litvinenko Y.A., Shmakov A.G.

Abstract

The presented work examines the combustion of a hydrogen microjet flowing from a curved channel with a round micronozzle. Jet flows that are generated using rectilinear and curved channels differ in that in the second case, Dean vortices make a noticeable contribution to the formation of the jet and its combustion. The interaction of the latter with Kelvin–Helmholtz vortices, the formation of which is typical for flows with a velocity shift, causes changes in combustion characteristics. They include spatial distortions of the laminar flame zone near the nozzle exit, the area of turbulent combustion downstream, as well as the turbulent flame in the conditions of its separation from the nozzle exit and the cessation of laminar combustion in the initial section of the flow. The results of these studies provide an opportunity to better understand the combustion features of hydrogen microjets under conditions of their hydrodynamic instability.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):72-75
pages 72-75 views

MOLECULAR DYNAMIC STUDY OF THE CRATERING PROCESS DURING HIGH-VELOCITY IMPACT OF METALLIC CLUSTERS WITH A SUBSTRATE

Utkin A.V., Fomin V.M.

Abstract

In the presented work, numerical experiments were carried out in the framework of the molecular dynamics method to study the impact interaction of metallic nanoclusters of different sizes with a metallic substrate in a wide range of velocities. Analysis of the obtained data showed that the crater volume remains proportional to the impact energy and inversely proportional to the dynamic strength of the material, with the direct angle coefficient being independent of the cluster size and the cluster-substrate material.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):76-80
pages 76-80 views

OPTIMIZATION OF THE MOTION OF A BODY WITH AN INTERNAL MASS UNDER QUADRATIC RESISTANCE

Chernousko F.L.

Abstract

Rectilinear motion of a body controlled by a movable internal mass in a medium with a quadratic resistance is considered. Conditions are obtained that ensure translation of the body with a velocity changing periodically. The average speed of the motion is determined. Conditions that guarantee the maximum average speed are established.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):81-87
pages 81-87 views

ТЕХНИЧЕСКИЕ НАУКИ

10 GHz MONOLITHIC FILTER BASED ON STRIPLINE RESONATORS WITH SPLIT CONDUCTOR

Govorun I.V., Belyaev B.A., Zav’yalov Y.B., Shumilov T.Y., Afonin A.O., Ugryumov A.V., Galeev R.G.

Abstract

The monolithic design of the compact bandpass filter X-band is made on technology of multilayered printed circuit boards. A quarter-wave stripline resonators of the filter have two conductors divided by the layer prepreg having low parameters which is bonding together a design. This eliminates influence of prepreg on the characteristics of the devices, ensuring good repeatability of filters in mass production. For increase the high-frequency stopband of filter, one of the conductors of each resonator is cut in half by a transverse slit. The constructive sizes of the device were obtained by parametric synthesis using the electrodynamic analysis of its 3D model. The experimental data of five-order filter are in good agreement with the electromagnetic simulation of filters 3D model. An experimental device has a central frequency of the passband of 10 GHz and fractional bandwidth of 5.7%, its dimensions and weight are 18.0 × 5.4 × 2.1 mm and 0.5 g. The important advantage of the developed design is the possibility of its installation on the board using the surface mounting method.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):88-94
pages 88-94 views

FREE SURFACE TWO-DIMENSIONAL PERIODIC DISTURBANCES IN VARIOUS MODELS OF THE FLUID

Chashechkin Y.D., Ochirov A.A.

Abstract

The complete dispersion relations of a flat free surface periodic perturbations with a positive definite frequency and a complex wavenumber taking into account spatial attenuation in a viscous stratified charged liquid were obtained in a linear approximation for the first time by methods of the theory of singular perturbations. Regular components of the complete solution describe plane gravitational-capillary waves. Singular components characterize ligaments – thin flows that are absent in the model of an ideal medium. The obtained dispersion relations in extreme cases uniformly transform into known expressions for inviscid stratified, viscous homogeneous and ideal liquids. The calculated dependencies of the wavelength and thickness of the ligament, the group and phase velocity of the components on the frequency at different values of the media parameters are given.

Doklady Rossijskoj akademii nauk. Fizika, tehničeskie nauki. 2023;513(1):95-102
pages 95-102 views

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