Boris Dzeranov

Dr. Boris Dzeranov

Geophysical Center, Moscow, Moskva, Russia
orcid

Research Focus & Metrics

Academic Career Length

13Years (2014-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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7 January 2015 in Izvestiya, Physics of the Solid Earth
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Journal Article
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AGA. V. Gorbatikov
A. V. Gorbatikov
ERE. A. Rogozhin
E. A. Rogozhin
MSM. Yu. Stepanova
M. Yu. Stepanova
YKYu. V. Kharazova
Yu. V. Kharazova
NAN. V. Andreeva
N. V. Andreeva
AGA. F. Gabaraev
A. F. Gabaraev
Microseismic sounding along the profile in the Ossetian sector of the Greater Caucasus revealed two domains with characteristic properties and morphology deep beneath the mountain system. One...

16 May 2022 in Applied Sciences
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Alexei GvishianiAlexei Gvishiani
Alexei Gvishiani
IVInessa Vorobieva
Inessa Vorobieva
PSPeter Shebalin
Peter Shebalin
Boris DzeboevBoris Dzeboev
Boris Dzeboev
BDBoris Dzeranov
Boris Dzeranov
ASAnna Skorkina
Anna Skorkina
The objective of this study was to create a representative earthquake catalog for the Eastern Sector of the Arctic zone of the Russian Federation that combines all available data from Russian and international seismological agencies, with magnitude reduction to a uniform scale. The article describes the catalog compilation algorithm, as well as formalized procedures for removing duplicates and choosing the optimal magnitude scale. Due to different network configurations and record processing methods, different agencies may register/miss different events. This results in the absence of some events in different earthquake catalogs. Therefore, merging the data of various seismological agencies will provide the most complete catalog for the studied region. When merging catalogs, the problem of identifying duplicates (records related to the same seismic event) necessarily arises. An additional difficulty arises when distinguishing between aftershocks and duplicates since both are events that are close in space and time. To solve this problem, we used a modified nearest neighbor method developed earlier by the authors. The modified version, which is focused on identifying duplicates and distinguishing between duplicates and aftershocks, uses a probabilistic metric in the network error space to determine the epicenters and times of seismic events. In the present paper, a comparison and regression analysis of the different magnitude types of the integrated catalog is carried out, and based on the obtained ratios, the magnitude estimates are unified.

28 August 2021 in Applied Sciences
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Boris DzeboevBoris Dzeboev
Boris Dzeboev
Alexei GvishianiAlexei Gvishiani
Alexei Gvishiani
SASergey Agayan
Sergey Agayan
IBIvan Belov
Ivan Belov
Jon KarapetyanJon Karapetyan
Jon Karapetyan
YBYuliya V. Barykina
Yuliya V. Barykina
Typically, strong earthquakes do not occur over the entire territory of the seismically active region. Recognition of areas where they may occur is a critical step in seismic hazard assessment studies. For half a century, the Earthquake-Prone Areas (EPA) approach, developed by the famous Soviet academicians I.M. Gelfand and V.I. Keilis-Borok, was used to recognize areas prone to strong earthquakes. For the modern development of ideas that form the basis of the EPA method, new mathematical methods of pattern recognition are proposed. They were developed by the authors to overcome the difficulties that arise today when using the EPA approach in its classic version. So, firstly, a scheme for the recognition of high seismicity disjunctive nodes and the vicinities of axis intersections of the morphostructural lineaments was created with only one high seismicity learning class. Secondly, the system-analytical method FCAZ (Formalized Clustering and Zoning) has been developed. It uses the epicenters of fairly weak earthquakes as recognition objects. This makes it possible to develop the recognition result of areas prone to strong earthquakes after the appearance of epicenters of new weak earthquakes and, thereby, to repeatedly correct the results over time. It is shown that the creation of the FCAZ method for the first time made it possible to consider the classical problem of earthquake-prone areas recognition from the point of view of advanced systems analysis. The new mathematical recognition methods proposed in the article have made it possible to successfully identify earthquake-prone areas on the continents of North and South America, Eurasia, and in the subduction zones of the Pacific Rim.

19 December 2022 in Mining
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Vladimir BrigidaVladimir Brigida
Vladimir Brigida
Vladimir Ivanovich GolikVladimir Ivanovich Golik
Vladimir Ivanovich Golik
BDBoris Dzeranov
Boris Dzeranov
The global challenge for the mining sector is the problem of “decarbonization” of coal mining. The modeling of emission flows of coalmine methane is stipulated by the need to prove the environmental effect of the implemented technological changes. For longwall geotechnology, the dynamics of methane concentration in the gas–air mixture extracted by the degassing system reflects the complex relationship between emission and geomechanical processes in the rock mass. In this regard, the aim of the work was to improve the methods for assessing the steps of caving the main roof when mining gas-coal seams. The method of work consisted of processing experimental data (smoothing—Loess, three-dimensional interpolation, regression—the method of least squares) to obtain reliable response functions in three-dimensional space. When developing algorithms in the Python language, the Vi Improved text editor was used. Graphical representation of the results was carried out in “Gnuplot”. As a result of modeling, it was found that the increase in the span of the main roof from 83 to 220 m (S = 1340–1120 m) in the distance range of 120 m in front of the stoping face line and up to 50 m behind it (L = −120–50 m) leads to an alternating cyclicity of local extrema of the dynamics of methane release, according to a polynomial dependence. This fact is a consequence of the implementation of deformation-wave processes in geo-environments, which produce cyclic nonlinearities in the nature of the aero-gas regime of mine methane emissions into anthropogenically disturbed rock masses. In addition, the influence of the situational geomechanical conditions of the excavation area in the goaf was clarified. This makes it possible to reliably identify the caving steps of the main roof.

13 June 2023 in Applied Sciences
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IVInessa Vorobieva
Inessa Vorobieva
Alexei GvishianiAlexei Gvishiani
Alexei Gvishiani
PSPeter Shebalin
Peter Shebalin
Boris DzeboevBoris Dzeboev
Boris Dzeboev
BDBoris Dzeranov
Boris Dzeranov
NFNatalia A. Fomenko
Natalia A. Fomenko
The article is a continuation of the research on creating the most complete and representative earthquake catalogs by combining all available data from regional, national, and international seismological agencies and reducing magnitudes to a uniform scale. The task of identifying and removing duplicates that arise during the merging process is solved using the authors’ modification of the nearest neighbor method. It is evident that the intelligent merging of different earthquake catalogs for the same territory will improve the completeness and representativeness of events in the final integrated catalog. In this article, the earthquake catalog of the western sector of the Arctic zone of the Russian Federation (AZRF) covering the period 1962–2022 was created by merging three regional Russian catalogs and the ISC catalog. The ratio of magnitude types in the catalog for different seismic networks was analyzed, and magnitude estimates were unified based on the obtained ratios. For analyzing seismic activity in the western AZRF, it is recommended to use earthquakes from the period 1998–2020 when the catalog was significantly cleaned from explosions and other events of the “non-earthquake” type.

5 December 2019 in Russian Journal of Earth Sciences
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Journal Article
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BDBoris Dzeranov
Boris Dzeranov
ASA. A. Soloviev
A. A. Soloviev
BDB. V. Dzeranov
B. V. Dzeranov
Jon KarapetyanJon Karapetyan
Jon Karapetyan
NSN. A. Sergeeva
N. A. Sergeeva