206 Works

МАТЕМАТИЧЕСКОЕ МОДЕЛИРОВАНИЕ ЗАКОНА ИЗМЕНЕНИЯ ЗАРЯДА ОБЛАЧНЫХ КАПЕЛЬ ВО ФРАКТАЛЬНОЙ СРЕДЕ

Т.С. Кумыков, Р.И. Паровик, T.S. Kumykov & R.I. Parovik
The paper proposed a new mathematical model of the variation of the charge cloud drops in storm clouds. The model takes into account the fractal properties of storm clouds, and the solution was obtained using the apparatus of fractional calculus.

СТАТИСТИЧЕСКИЙ АНАЛИЗ ОРИЕНТАЦИЙ ДИСЛОКАЦИЙ В ЗОНЕ СУБДУКЦИИ КУРИЛО-КАМЧАТСКОЙ ОСТРОВНОЙ ДУГИ ПО ДАННЫМ ГАРВАРДСКОГО КАТАЛОГА

А.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.

ЧИСЛЕННЫЙ АНАЛИЗ НЕКОТОРЫХ ОСЦИЛЛЯЦИОННЫХ УРАВНЕНИЙ С ПРОИЗВОДНОЙ ДРОБНОГО ПОРЯДКА

Р.И. Паровик & R.I. Parovik
The paper presents a mathematical model of non-classical dynamic systems. A numerical method of difference schemes, depending on various parameters of the system were found numerical solutions of models. The phase trajectory.

ЧИСЛЕННОЕ РЕШЕНИЕ УРАВНЕНИЯ ДИФФУЗИИ – АДВЕКЦИИ РАДОНА В МНОГОСЛОЙНЫХ ГЕОЛОГИЧЕСКИХ СРЕДАХ

В.С. Яковлева, Р.И. Паровик, V.S. Yakovleva & R.I. Parovik
The solutions of stationary and non-stationary diffusion-advection equations of radon transport in many-layered geological media by integro-interpolation method are presented

КОМПЬЮТЕРНАЯ ПРОГРАММА ПОИСКА ПЛОСКОСТЕЙ ПРОСТРАНСТВЕННОГО ГРУППИРОВАНИЯ ГИПОЦЕНТРОВ КАМЧАТСКИХ ЗЕМЛЕТРЯСЕНИЙ

А.М. Макеев, А.Н. Кролевец, A.M. Makeev & A.N. Krolevets
The active seismic zone geophysical structure features and its models identification can be fixed by revealing planes on which the earthquake hypocenters are grouping. The algorithm and computer program are developed, to search the planes on the basis of the earthquake catalogue.

ИЗМЕНЕНИЕ НАПРАВЛЕННОСТИ ГЕОАКУСТИЧЕСКОГО ИЗЛУЧЕНИЯ НА СТАНЦИИ «МИКИЖА» В СВЯЗИ С ЗЕМЛЕТРЯСЕНИЯМИ НА КАМЧАТКЕ

V. Marapulets, A.A. Solodchuk & A.O. Shcherbina
To investigate high frequency geoacoustic emission, a receiving system based on a compound vector receiver was installed in Kamchatka. It allows the authors to determine the direction of sound wave arrival. In the result of the data analysis for the period from August 2008 to January 2016, it was determined that geoacoustic emission directivity anomalies occur during the majority of the earthquakes with Ks >9.0 in the South of Kamchatka.

РАЗВИТИЕ ТЕХНОЛОГИИ РАДИАЦИОННОГО МОНИТОРИНГА В ГОРОДСКОЙ СРЕДЕ

В.С. Яковлева, П.М. Нагорский, V.S. Yakovleva & P.M. Nagorskiy
The results of monitoring of meteorological and radiation parameters in Tomsk Observatory of Radioactivity and Ionizing Radiation are presented and analyzed in this work. The advantages of new radiation monitoring technology including the investigation of radiation parameters vertical profiles are presented. The verification of existing soil and atmosphere radon isotopes transport models were conducted for urban environment with help of analysis results of radiation monitoring data.

МЕТОДИЧЕСКИЕ ПРИЁМЫ ТВОРЧЕСКОГО ПОДХОДА В ОБУЧЕНИИ ТЕОРИИ ИЗОБРАЖЕНИЙ

М.М. Эсонов & M. M. Esonov
В статье раскрываются некоторые аспекты творческого подхода в обучении теории изображений.

ТЕСТ ПЕНЛЕВЕ ДЛЯ ОДНОЙ СИСТЕМЫ МАГНИТНОЙ ГИДРОДИНАМИКИ

Г.М. Водинчар, Д.С. Нощенко, А.С. Пережогин, G.M. Vodinchar, D.S. Noshenko & A.S. Perezhogin
One approximation of magnetohydrodynamics equations, which describe the cosmic object’s magnetic field, is considered. The analytic properties of a nonlinear system are investigated by Painleve? test. Values of the coefficients in a simplified magnetohydrodynamics system are calculated for the necessary condition of Painleve? property.

ИССЛЕДОВАНИЕ ОДНОЗНАЧНОЙ РАЗРЕШИМОСТИ КРАЕВОЙ ЗАДАЧИ ТИПА ФРАНКЛЯ ДЛЯ УРАВНЕНИЯ СМЕШАННОГО ТИПА ВЫРОЖДАЮЩЕГОСЯ НА ГРАНИЦЕ И ВНУТРИ ОБЛАСТИ

Н.К. Очилова & N.K. Ochilova
В данной статье доказывается существование и единственность решения краевой задачи для вырождающегося уравнения параболо-гиперболического типа.

ПОСТАНОВКА И ИЗУЧЕНИЕ НЕКОТОРЫХ КРАЕВЫХ ЗАДАЧ ДЛЯ УРАВНЕНИЯ ТРЕТЬЕГО ПОРЯДКА ПАРАБОЛО-ГИПЕРБОЛИЧЕСКОГО ТИПА ВИДА ?(Lu)/?x = 0 В ПЯТИУГОЛЬНОЙ ОБЛАСТИ

M. 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

РЕЗУЛЬТАТЫ ИССЛЕДОВАНИЯ ВЫСОКОВОЗБУЖДЕННЫХ АТОМОВ ВЕРХНЕЙ АТМОСФЕРЫ

Ю.А. Непомнящий, А.С. Пережогин, Б.М. Шевцов, Y.A. Nepomnyashchiy, A.S. Perezhogin & B.M. Shevtsov
The results of Ionosonde data over Kamchatka during the emergence of D-layer at night are discussed. At the same time, the spectra of the night sky are represented at this period using a spectrum analyzer installed on Lidar Station of IKIR FEB RAS

МОДИФИЦИРОВАННЫЙ МЕТОД ГРАНИЧНЫХ ЭЛЕМЕНТОВ ДЛЯ РЕШЕНИЯ ЗАДАЧ КОЛЕБАНИЯ ПЛАСТИН

В.П. Федотов & V.P. Fedotov
This work is devoted to developing algorithms for the solution of wave problems in mathematical physics on the basis of the boundary element method (BEM). The main advantages of the boundary element method is reduced to one dimension of the problem and transfer sample to the boundary of the study area, as well as obtaining a continuous solution in the region. As a consequence, reduces the amount of calculation and improves the accuracy of the...

ИНВЕРСИИ В МОДЕЛИ ГЕОДИНАМО, УПРАВЛЯЕМОЙ 6-ЯЧЕЙКОВОЙ КОНВЕКЦИЕЙ

Г.М. Водинчар, Л.К. Фещенко, G.M. Vodinchar & L.K. Feshenko
We describe the large-scale model geodynamo, which based on indirect data of inhomogeneities in the density of the Earth’s core. Convection structure is associated with spherical harmonic Y42, which defines the basic poloidal component of velocity. Coriolis drift of this mode determines the toroidal component of velocity. Thus, 6 convective cells are formed. The model takes into account the feedback effect of the magnetic field on convection.It was ascertained that the model contains stable regimes...

ПОДСЧЕТ ЭНТРОПИИ КАРАЧАЕВО-БАЛКАРСКИХ ТЕКСТОВ И МОДЕЛИРОВАНИЕ ФРАЗ

М.Б. Тхамоков, А.Л. Нагоров, З.О. Бесланеев & А.Х. Кодзоков
В этой статье сделана попытка оценить энтропию карачаево-балкарских печатных текстов. В качестве исследуемого объекта были взяты произведения известных националь- ных писателей, а также тексты периодических изданий. С помощью программы, написанной авторами, проведены расчеты частотности букв, различных комбинаций, а также смоделированы фразы на основе полученных результатов. При подсчете характеристик использовались известные стандартные методики. Получено значение энтропии до двадцать пятого порядка и значение избыточности языка. Приведены результаты исследо- ваний отечественных и иностранных авторов в области подсчета энтропии....

О МЕТОДЕ РАДАРНОЙ ИНТЕРФЕРОМЕТРИИ ДЛЯ ОЦЕНКИ ДЕФОРМАЦИИ ЗЕМНОЙ ПОВЕРХНОСТИ

Д.С. Нощенко, А.С. Пережогин, D.S. Noschenko & A.S. Perezhogin
In article SAR, InSAR, D-InSAR methods are represented. Program ROI_PAC of interferometry processing is discussed. There are some basic links for investigation of InSAR.

АНАЛИЗ ИОНОСФЕРНЫХ ПАРАМЕТРОВ В ПЕРИОДЫ СОЛНЕЧНЫХ СОБЫТИЙ И ГЕОМАГНИТНЫХ БУРЬ

O.V. Mandrikova, A. Polozov, I.S. Solovev & N.V. Fetisova
The paper shows the new methods of analysis of ionospheric and magnetic data using developed by the authors models of multicomponent constructions (MCM models). During periods of high solar activity ionosphere and geomagnetic data is analyzed according to ground stations

ВЛИЯНИЯ ЦИКЛОНОВ НАД КАМЧАТКОЙ НА РАСПРЕДЕЛЕНИЕ ЭЛЕКТРОНОВ В ИОНОСФЕРЕ

V.V. Bogdanov, A.V. Kaysin & A.A. Romanov
The paper presents the results of investigation of cyclone impact on ionosphere parameters. Ionosphere state was observed by the automatic sounding equipment applying low-orbital navigational spacecrafts in the conditions of low seismicity

ЗАДАЧИ ПРОЕКТИРОВАНИЯ ТРУБОПРОВОДНОЙ СЕТИ ШТЕЙНЕРА

M.A. Bagov
In this paper, a mathematical model for the Steiner pipeline networks design problems is presented in view of its optimal cost

MODELING OF CHOICE LEADERSHIP HIGH SCHOOL OPTIMUM DECISIONS AGREED UPON WITH DRIVING WITH MANAGED SOLUTIONS ITS AFFILIATES

Р.И. Паровик & R.I. Parovik
The paper considers the model of choice by high-school optimal solutions for the distribution of sets of entrants in its branches.

ОБ ОДНОЙ ЗАДАЧЕ ДЛЯ УРАВНЕНИЯ ВЫСОКОГО ПОРЯДКА

А.В. Юлдашева & A.V. Yuldasheva
In this paper not well posed problem for the even-order equation is studied. The stability of the problem is restored by additional conditions and conditions to domain.

О ПОДГРУППАХ ПОЧТИ АМАЛЬГАМИРОВАННОГО ПРОИЗВЕДЕНИЯ ДВУХ ГРУПП С КОНЕЧНОЙ ОБЪЕДИНЕННОЙ ПОДГРУППОЙ

А.П. Горюшкин & A.P. Goryushkin
Subgroups of groups which can be present as almost free product of two groups with finite amalgamated subgroup are studied

ОСОБЕННОСТИ МАШИННОГО ИССЛЕДОВАНИЯ ДИСКРЕТНЫХ ГРУПП

А.П. Горюшкин & A.P. Goryushkin
The article demonstrates the features of the machine study of the internal structure of finite and infinite discrete groups.

POSSIBLE EFECTS OF THE LIGHTNING CENTERS IN WHISTLER RATES IN KAMCHATKA

G.M. Vodinchar, V.P. Sivokon’, N.V. Cherneva, B.M. Shevtsov & E.A. Malysh
The paper investigates possible sources of Kamchatka whistlers in March and September 2013. Applying the data from WWLLN and AWDANet worldwide networks, it is shown that statistically significant sources may be located in the global lightning centers.

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