Хамитов В. Р. Искусственный интеллект в образовании и математическая логика // Международный научный журнал "Интернаука". — 2017. — №9.
Мамаджанов А.И., Шахобиддинов Б.Б. Гравастар атрофида синов заррасининг харакат тенгламаси // Международный научный журнал "Интернаука". — 2017. — №9.
Summary: The article describes the using of Mathcad software environment for the computation of the electric parameters of electricity transmission lines by the method of mirror charges.
Key words: the method of mirror charges, computation of the parameters of electricity transmission line, Mathcad software environment.
Abstract. The work shows that the laws of dynamics describe the basis of the vision of the universe. The formulation of Planck's constant dependence on time, which we called the evolutionary index, is given. The law of evolution, the boundaries of the distribution of parametric criteria, the uncertainty principle of Werner Heisenberg on all evolution are determined. The ratio of synchronism and symmetry of parametric criterior`s of the Universe is considered.
Key words: parametric criteria, evolutionary index, Heisenberg uncertainty.
Summary. The paper deals with a problem with initial conditions for a beam equation with embedded ends. The problem was solved in two ways: as a sum of the Fourier series in the system of eigenfunctions of a one-dimensional spectral problem, and using finite-difference approximations, a numerical solution was obtained. The quantitative coincidence of the results of numerical and analytical calculations of beam deformation is obtained.
Key words: oscillations of a beam, the Euler equation, the initial-boundary conditions.
Abstract: This article discusses the impact of electromagnetic radiation on the human body.
Key words: Cell phone, electromagnetic radiation.
Summary. Investigation of the influence of the properties of infrared rays on a person, the use of infrared radiation for treatment.
Key words: Infrared rays, wide spectrum, photophobia.
Summary: This work is dedicated to the study of almost everywhere solution of one-dimensional mixed problem for one class of semi-linear fourth order equations. Conception of almost everywhere solution for mixed problem under consideration is introduced. In the conventional method, i.e. multiplication of the equation on the right function and subsequent relevant term by term integration (including some integration by parts), a theorem on a priori estimation of the solution almost everywhere under consideration of the mixed problem.
Key words: semi-linear equation, mixed problem, almost everywhere solution, a priori estimate.
Summary. Research in the field of movement of energies and the formation of matter in the vacuum of space and structure determination of field space.
Key words: electric and magnetic fields, photons, gravity, energy density of the field pulse frequency.
Summary. At the first time by full geometry condition the hydrogen isotopes formations inclusive cross sections in different topological channels of the oxygen nucleus decay are obtained. It is shown, that proton formations inclusive cross sections is proportionally as the topological cross sections as the residual nucleus charge.
Keywords: 16Op-collisions, nuclear forces, light nuclei, topological channels, proton, 1Н, 2Н, 3Н, fragment, π+-meson, π–-meson, inclusive cross section, isotope, charge of the oxygen nucleus, fictitious parameters.
Annotation: The purpose of work is development of the computer program of design of cluster structure of fusions of simple metals with the crystalline grate of type of body centered cubic (BCC) for comparison with experimental data of X - raying. For this purpose methods are worked out:
1. Calculation of coordination numbers on a cluster for their subsequent middling according to sample and comparison (approximations) with the experimental radial function of distribution of atoms (RFDA). Thus the choice of form of cluster was carried out in accordance with principle of Curie-Woulf and Brave - about a minimum of superficial energy of crystal, being in an equilibrium with the liquid, and that a crystal is limited to the atomic planes with the maximal closeness of atoms. For BCC of grate clusters correspond them in a form: bipyramids, prisms, threepyramids, moreover first from named corresponds most ratio of volume toward the area of surface, i.e. she is most credible.
2. For the forms of clusters indicated higher the discrete functions of form and their continuous analogues were certain in different directions of translations.
3. To the finding functions were certain Fourier- characters (intensities) for description of types of diffraction peaks for the case of bipyramids.
The use of finding dependences is work out the computer program of design of cluster structure, which consisted in approximation of experimental data of X - raying researches of fusions of alkaline metals a theoretical model.The results of approximation it is been: determination of mean value of coordination number, middle interatomic distance, optimal clustersize, middle distance between clusters. Calculations is executed for many alkaline metals in the wide interval of temperatures. Data for a rubidium at the temperature of 513К have next values: middle interatomic distance - 5,755 Å, optimal clustersize - 12,756 Å, middle coordination number - 1,325, middle c distance between clusters - 0,518 Å.
Key word: co-ordinating numbers, optimal clustersize.
Summary: The method of determination of stresses in cylindrical shell with two holes on one guide was given. The shells model of Timoshenko was used. The method of finite elements was used. The strain distribution around the holes on changed of shear stiffness of shell material was investigated.
Key words: stress, shell with circular opening, finite elements method.
Summary: In the work we come across, an information technology course for higher education students, forming the curriculum and the role of information culture in their activity, to choose the curriculum materials, h’s stages and look through them.
Key words: activity, attitude, information, culture, system, teaching, higher education, globalization, university and economics.
Summary: In this article, the application of the MathCAD software package for solving differential equations with partial derivatives is considered.
Key words: mathematics editor, differential equations, partial derivatives.
Abstract: The purpose of this work is to get acquainted with breakthrough technology and equipment for the production of sodium hypochlorite. The pros and cons of other sodium hypochlorite production facilities were considered. As a result, it can be concluded that the proposed technology and equipment can be used.
Summary: There is a numerical and analytical approach to research of stress-strain state of an anisotropic composite finite element field with different boundary conditions on the surface. The problem is solved using a three-dimensional model of the theory of elasticity. The system of differential equations is reduced to one-dimensional problem through the use of spline-collocation in the two coordinate directions. Boundary value problem for a system of ordinary differential equations of higher order is decided with the stable numerical method of discrete orthogonalization.
Key words: stress-strain state, partial differential equations, method of spline collocation, method of discrete orthogonalization, anisotropic finite element region.
Annotation. An infinitely lifting method for making certain types of three-term equations, which is completely refuted by the ABC conjecture.
Keywords: three-term equation, the method of infinite growth, elementary aspect.
Actual problems of modern science: Abstracts of XVІІ International scientific-practical conference (St. Petersburg - Astana - Kyiv - Vienna, February 27, 2017)
Summary: The methods of generating structural formulas and images offered to describe the shape of the nuclei in the unexcited state over the entire range of mass numbers, including isotopes and isomers.
Keywords: shape of nucleus, structural formula, 3D-graphics.
Summary: In this paper it is shown that under specified conditions on the initial data a certain infinite coupled system of ordinary differential equations has a solution satisfying an auxiliary convergence condition. The infinite system discussed is essentially the Galerkin expansion of the solution to a given quasi-linear e equation. The results obtained suffice to prove the existence of a solution to this equation of oscillations of a beam.
Keywords: quasi-linear wave equation, method of energy inequalities, equation of oscillations of a beam.
