СТАТИСТИЧЕСКИЙ АНАЛИЗ ОРИЕНТАЦИЙ ДИСЛОКАЦИЙ В ЗОНЕ СУБДУКЦИИ КУРИЛО-КАМЧАТСКОЙ ОСТРОВНОЙ ДУГИ ПО ДАННЫМ ГАРВАРДСКОГО КАТАЛОГАА.В. Попова, О.В. Шереметьева, A.V. Popova & O.V. Sheremetyeva
Determined by the orientation of the dislocations (normal vectors to the planes of discontinuities) vectors and shifts along the boundaries of dislocations According to Harvard directory (Global CMT catalog) for the period 1976 - 2005 years. for the zone subduction of the Kuril-Kamchatka island arc. According to the results of the statistical Data analysis aimed classified the type of distribution Binghama on the unit sphere, and the main characteristics distribution.
ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ В МАЛОМОДОВОЙ МОДЕЛИ ГЕОДИНАМО С ИСПОЛЬЗОВАНИЕМ ПАКЕТОВ ВЫЧИСЛЕНИЙ ПРОИЗВОЛЬНОЙ ТОЧНОСТИА.С. Чемарев, Г.М. Водинчар, А.Б. Тристанов, A.S. Chemarev, G.M. Vodinchar & A.B. Tristanov
The means of high precision calculation are considered, their comparative analysis is fulfilled, application of the most efficient of them for the geodynamo task is regardered.
In this study, one-parametric symmetry groups were found for 50 canonical equations with Painleve property, and, in special cases, general solutions were obtained. The result can be used as reference for specialists in the theory of nonlinear differential equations
Numerical calculations of the Japanese earthquake 11.03.2011 influence are executed. Deformation’s field modeling of Earth’s crust at the locality of the event are represented
Анализ параметров выборки данных Global CMT Catalog для построения статистической модели сейсмического процесса на примере зоны субдукции Курило-Камчатской островной дугиA.V. Popova, O.V. Sheremetyeva & R.N. Sagitova
The criteria connectivity seismic events on the spatial, temporal, energy scales. The question of criteria that takes into account the seismic process orientation.
ПАРАМЕТРИЗАЦИЯ УРАВНЕНИЯ САМУЭЛЬСОНА В МОДЕЛИ ЭВАНСА ОБ УСТАНОВЛЕНИЯ РАВНОВЕСНОЙ ЦЕНЫ НА РЫНКЕ ОДНОГО ТОВАРАA.A. Shpilko, Y.E. Solomko & R.I. Parovik
We consider the parameterization equations Samuelson of the model Evans establish equilibrium price of the same product market.
In generalization of the Solow model, when the change in resources in the production function described derivatives of fractional order in the sense of the Gerasimov – Caputo. As a result, we come to an important economic value — capital-labor ratio, which is characterized in stpennymi functions of Mittag-Leffler.
Рассматривается задача теории потенциала, описываемая уравнением Лапласа ?u = 0. В работе предложен алгоритм решения задачи потенциала, основанный на методе граничных элементов. Рассмотрены примеры решения задачи Дирихле для круговой области, для куба и решения задачи для куба со смешанными граничными условиями. Проводится сравнение решений, полученными численно-аналитическим методом граничных элементов с аналитическими решениями и решениями, полученными численным интегрированием по граничным элементам.
In this work the computational algorithms to correctly calculate the functions of Mittag- Leffler with fractional parameter in mathematical package MAPLE.
Численное решение обыкновенного дифференциального уравнения в случае дробной разности матричного оператораI.A. Ilyin, D.S. Noshchenko & A.S. Perezhogin
Fractional power computation of matrix is represented. Numerical calculations for ordinary differential equation and its fraction analog is done. Results are compared with Grunvald – Letnikov operator.
The method for identification of geoacoustic emission daily variation was developed. According to this method, signal denoising, based on wavelet-transform, automated analysis of daily variation and its intensity are carried out.
NANOTECHNOLOGY INDUSTRY COMPETITIVENESS OF RUSSIAN FEDERATION AS SEGMENT OF THE GLOBAL MARKET FOR NANOTECHNOLOGYD.V. Makarov
A question of the development of nanotechnology in the Russian Federation within the global nanotechnology market, a forecast of development of Russian market for nanotechnology in the coming decades.
An existence and an uniqueness of solution of local boundary value problem with discontinuous matching condition for the loaded parabolic-hyperbolic equation involving the Caputo fractional derivative and Riemann-Liouville integrals have been investigated in this research work. The uniqueness of solution is proved by the method of integral energy and the existence is proved by the method of integral equations.
For separate classes of groups some relationships are revealed between two algorithmic prob-lems: problem calculation of index of a subgroup and occurrence problem.
In this paper, in the mixed area, which is part of the elliptical vertical half-strip, non-local task, in which the nonlocal conditions associated pointwise values of the fractional derivative of the unknown function at the points of a boundary characteristics.
ПОСТАНОВКА И ИЗУЧЕНИЕ НЕКОТОРЫХ КРАЕВЫХ ЗАДАЧ ДЛЯ УРАВНЕНИЯ ТРЕТЬЕГО ПОРЯДКА ПАРАБОЛО-ГИПЕРБОЛИЧЕСКОГО ТИПА ВИДА ?(Lu)/?x = 0 В ПЯТИУГОЛЬНОЙ ОБЛАСТИM. Mamazhonov & B. Mamadalieva
In this paper we put two boundary value problems, and examines one of these problems for the equation of the third order parabolic-hyperbolic type ? (Lu) /?x= 0 in a pentagonal area. We prove the unique solvability of the problem
In this paper boundary-value problem for one even-order equation is studied. The unique solvability of the problem is restored by additional conditions and conditions to domain.
The paper is devoted to the detection of the law of frequency distribution in high-frequency geoacoustic emission signals generated in the result of dislocation changes in sedimentary rocks. Sparse approximation is used for emission pulse processing. As a consequence, a signal is decomposed into atoms with a definite frequency corresponding to the size of a shear source. On the basis of Kolmogorov criteria, it was ascertained that distribution of atoms in a geoacoutstic signal corresponds...
Formulated a number of criteria in order to distinguish the radiation of a lithospheric origin of the atmosphere-magnetosphere and magnetosphere-ionosphere to natural radiation. Based on the criteria of the synthesized method of recording and detecting the electromagnetic signals of the lithosphere. Was conducted a field experiment on simultaneous registration of signals from five different electromagnetic and one acoustic sensor in a seismically active region. Preliminary data analysis showed the presence of correlation of pieces of...
In this paper we consider geophysical effects of solar events of 2014 according to the observation system of north-eastern Russia. We allocated effects of excitation of waves in atmospheric electricity of near-ground air which was the result of sudden commencement of a magnetic storm.
The results of analysis of existing measurement methods of radon flux density from the soil surface were presented in this work, and the revealed disadvantages of the methods were indicated. A new method of monitoring of undisturbed radon flux density from the soil surface, which is applied for its using in the large range of meteorological conditions, was developed. Outline of the method was given. The method is based on registration of ?-radiation of radon...
This article discusses the implementation techniques of creativity in the classroom course on the theory of images. The development of spatial concepts, the systematization of knowledge about the properties of geometric figures and methods of their image
ОБ АСИМПТОТИКЕ ФУНДАМЕНТАЛЬНОГО РЕШЕНИЯ ОБЫКНОВЕННОГО ДИФФЕРЕНЦИАЛЬНОГО УРАВНЕНИЯ ДРОБНОГО ПОРЯДКА С ПОСТОЯННЫМИ КОЭФФИЦИЕНТАМИL. Gadzova
The asymptotics of the fundamental solution of the linear ordinary differential equation of fractional order with constant coefficients, for large values of spectral parameter ?, is found.
In the present work the problems of correctness of a linear inverse problem for the Trikomi equation in three-dimensional space are considered. For this problem, the theorems on existence and uniqueness of the solution are proved in certain class by "epsilon-regularization Galerkin’s and of successive approximations methods.