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Regular version of the site
Of all publications in the section: 635
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Article
Лопатников Д. Л. География в школе. 2016. № 6. С. 3-18.

The article deals with the modern features of the world economy.

Added: Aug 31, 2016
Article
Ершов Ю. А. Азия и Африка сегодня. 2011. № 9. С. 14-19.

The author pays attention to problems of technogenic accidents which occur during sea extraction and transportation of hydrocarbons. Those accidents threaten security of many countries and can cause irreparable damage to all ecological system of the Earth. In fact, in world legal practice there is no uniform legislation which could regulate the oil pollution problems resulting from industrial activity. The author believes that it's absolutely necessary to develop the so called Sea Constitution - the law fixing the most important norms of protection of «health» of the World Ocean.

Added: Dec 15, 2012
Article
Плисецкий Е. Е. География в школе. 2012. № 6. С. 3-11.

In article the concept of a special economic zone (OEZ), key principles of its organization, specifics of the OEZ organization for tourism development are considered, the analysis of world experience of creation and functioning of tourist and recreational OEZ in Panama, China and on Philippines is given.

Added: Sep 1, 2012
Article
Глазунова В.А,, Штиль А. Молекулярная биология. 2008. Т. 42. № 5. С. 765-771.
Added: Jul 14, 2015
Article
Pelinovsky E., Kurkin A. A., Kurkina O. E. et al. Fundamentalnaya i Prikladnaya Gidrofizika. 2018. Vol. 11. No. 2. P. 8-20.

A brief review of recent studies of internal waves in the Baltic Sea is given. The data of various observations of internal waves in the Baltic region are discussed and a database for the background hydrological parameters that govern the basic appearance of the internal wave shape is introduced. These data sets are employed to select examples of pathways of wave propagation that contain critical points. Numerical modeling of propagation of internal solitary waves across the sea is carried out using the relatively simple model based on Gardner’s equation. This model was chosen due to its clear advantages. It is robust, allows high-resolution calculations with modest computer resources, and is able to reproduce the transformation of internal waves in horizontally inhomogeneous sea. The results of calculations of the transformation of internal solitons in the Baltic Sea along such pathways in a realistic (spatially variable) set of hydrological conditions are presented.

Added: Oct 21, 2018
Article
Пелиновский Е. Н., Куркин А. А., Куркина О. Е. и др. Известия РАН. Физика атмосферы и океана. 2014. Т. 50. № 6. С. 714-722.
Added: Nov 18, 2013
Article
Кренке А., Чернышев В.Л., Коломенский Д. Наука и образование: электронное научно-техническое издание. 2012. Т. 4. № 77-30569/367901. С. 1-13.

The paper considers the possibility of organizing the spatial patterns of plankton's population densities defined solely by biological factors, under the condition of homogeneous environment. To simulate self-organization of two plankton's species populations a mathematical model of the "predator-prey" type with regard to the effect of limited seeking by the predator was studied. The simulation results showed the fundamental possibility of spatial structures organization through limited self-movement of plankton.

Added: Nov 13, 2013
Article
Аристов К., Петраков Д., Коваленко Н. и др. Лед и снег. 2019. Т. 59. № 1. С. 49-58.

The Kolka Glacier, which rushed down the Genaldon valley on September 20, 2002 (North Ossetia), is now recovering after this catastrophe. One of the most important ways to predict a new disaster is to determine the rate of ice accumulation of the new glacier and to monitor the glacier volume regularly, since its trigger mechanisms have not yet been fully studied. Recent changes of the Kolka Glacier were investigated by means of ground stereoscopic photography. The field works were carried out in 2014, 2016 and 2017. Shooting was made manually with a digital camera Canon 5D Mark II (without using a tripod) at arbitrary points, the distance between which did not exceed 100 m. The reference points were placed on the elevated relief forms on the glacier surface and coordinated by a differential GNSS receiver in the "fast static" mode. Laboratory processing of the photos was performed using Agisoft Photoscan software in automatic mode, except for the procedure of identification of reference points on stereo images. The processing made possible to obtain digital models of the glacier surface in GeoTIFF format, the vertical error of which amounted to 0.7 m, while the horizontal one – 2.3 m. In 2014–2017, the maximal increase in height of the surface (up to 30 m) was recorded in the low part of the glacier tongue that was the result of advancing of the Kolka front along the ice-free surface. Mean annual increase in the surface elevation was equal to 2.2 m/year. Lowering of the surface in some areas may be explained by the slowing-down of the glacier flow rate, which led to the appearance of thermokarst. The glacier volume increased by 7.4±0.7 million m3. As a result, the glacier tongue advanced by 50–70 m. Average over 2014–2017 increasing in the surface elevation (2.2 m/year) was slightly smaller than in 2004–2014 (3 m/year). Quick growth of the Kolka Gacier contrasts sharply with decreasing of volume of the representative Caucasus, Djankuat and Garabashi, over the same period. 

Added: Nov 28, 2019
Article
Слюняев А. В. Вестник Московского университета. Серия 3: Физика и астрономия. 2017. Т. 3. С. 33-47.

Observational data regarding anomalously high waves on the sea’s surface (freak or rogue waves) are reviewed. The objectives of the research are identified, and the difficulties encountered are noted. The main physical mechanisms employed in explaining rogue waves are listed, and possible approaches to predicting marine hazards are discussed. Principles for ongoing short-term forecasting of extreme waves (within tens of wave periods or wavelengths) are proposed. Some preliminary results are presented.

Added: Mar 1, 2019
Article
Чугунин Д. В., Клименко М. В., Чернышов А. А. и др. Геомагнетизм и аэрономия. 2018. Т. 58. № 1. С. 53-65.

In this paper, measurements of thermal and superthermal ions on the Interball-2 satellite are compared with the results of numerical simulation based on geomagnetic disturbances on December 7, 1996. It is shown that kinetic processes at small scales can have a significant effect on large-scale processes in high latitudes, leading to heating and the formation of ion fluxes and also to the formation of regions with an increased plasma density. Based on the analysis, the mechanisms that should be included in the large-scale ionosphere-magnetosphere models for the adequate description of the ion outflow from the ionosphere to the magnetosphere are determined.

Added: Nov 28, 2019
Article
Пелиновский Е. Н., Диденкулова И. И., Диденкулов О. И. Известия РАН. Физика атмосферы и океана. 2014. Т. 50. № 5. С. 604-611.

We study the runup of long solitary waves of different polarities on a beach in the case of composite bottom topography: a plane sloping beach transforms into a region of constant depth. We confirm that nonlinear wave deformation of positive polarity (wave crest) resulting in an increase in the wave steepness leads to a significant increase in the runup height. It is shown that nonlinear effects are most strongly pronounced for the runup of a wave with negative polarity (wave trough). In the latter case, the runup height of such waves increases with their steepness and can exceed the amplitude of the incident wave.

Added: Nov 19, 2014
Article
Диденкулова И. И., Пелиновский Е. Н. Океанология. 2019. Т. 59. № 4. С. 529-532.

The nonlinear problem of run-up of a long wave on a plane beach in presence of a tide is solved within nonlinear shallow water theory using the Carrier–Greenspan approach. An exact solution to the nonlinear problem for the wave run-up height is found as a function of the incident wave amplitude. The influence of the tide on the characteristics of wave run-up on a beach is studied.

Added: Feb 8, 2020
Article
Рябенко Е.А. Математическая биология и биоинформатика. 2012. Т. 7. № 2. С. 554-566.
Added: Oct 14, 2016
Article
Ключарев В. А., Зубарев И. П., Шестакова А. Н. Экспериментальная психология. 2014. Т. 7. № 4. С. 20-36.
Added: Mar 13, 2015
Article
Ключарев В. А., Шмидтс А., Шестакова А. Н. Экспериментальная психология. 2011. Т. 4. № 2. С. 14-35.
Added: Feb 24, 2014
Article
Минин А. А. Успехи современной биологии. 2011. Т. 131. № 4. С. 407-415.
Added: Nov 11, 2014
Article
Минин А. А. На пути к устойчивому развитию России. 2012. № 61. С. 72-77.

The problem of nature territories of Moscow is discussed

Added: Oct 21, 2014
Article
Солодихина А. А., Ступин Р. С. Физика для школьников. 2019. № 1. С. 44-48.
Added: Nov 1, 2019