Sergey S. Bondarchuk

Dr. Sergey S. Bondarchuk

orcid

Research Focus & Metrics

Academic Career Length

41Years (1986-Present)

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

Representative Publications

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15 December 2003 in Propellants, Explosives, Pyrotechnics
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Journal Article
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YIYurii Fedorovich Ivanov
Yurii Fedorovich Ivanov
MOMirswan N. Osmonoliev
Mirswan N. Osmonoliev
VSValentin S. Sedoi
Valentin S. Sedoi
VAVladimir A. Arkhipov
Vladimir A. Arkhipov
SBSergey S. Bondarchuk
Sergey S. Bondarchuk
VKValery T. Kuznetsov
Valery T. Kuznetsov

1 September 2012 in Combustion, Explosion, and Shock Waves
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Journal Article
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VAV. A. Arkhipov
V. A. Arkhipov
SBSergey S. Bondarchuk
Sergey S. Bondarchuk
AKAlexander Korotkikh
Alexander Korotkikh
VKV. T. Kuznetsov
V. T. Kuznetsov
Gromov Alexandrovich GromovGromov Alexandrovich Gromov
Gromov Alexandrovich Gromov
LRL. N. Revyagin
L. N. Revyagin
The results of studies of the effect of particle size of aluminum powder in condensed systems on the ignition, nonstationary combustion, and acoustic conductivity of the burning surface are...

3 January 2023 in Molecules
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IBIvan Sergeevich Bondarchuk
Ivan Sergeevich Bondarchuk
SBSergey S. Bondarchuk
Sergey S. Bondarchuk
AVAlexander Vorozhtsov
Alexander Vorozhtsov
AZAlexander Zhukov
Alexander Zhukov
The article considered the solution of the inverse problem of chemical kinetics of the analysis of experimental data of a thermogravimetric experiment at a constant sample heating rate. The fitting method for identifying the parameters of a kinetic triplet using the integral method for a model of a solid-state reaction based on the modified Arrhenius equation is described. The effectiveness of the proposed approach was confirmed by solving test cases for low, medium, and high rates of material conversion. Unlike other methods, setting the parameters of the reaction mechanism is not required, as they are determined by the solution. Solutions for real data of TGA studies with high and low sample heating rates were compared with the results obtained by other authors and experimental data. A description of the full cycle of calculations used to identify kinetic parameters from thermogravimetric experimental data is given, from the derivation of calculated relationships to the implementation of a short (three to five formulas) program code for MS Excel spreadsheets. The presented code is easy to verify and reproduce and can be modified to solve various problems.

1 February 2010 in Nanotechnologies in Russia
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Journal Article
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GSG. V. Sakovich
G. V. Sakovich
VAV. A. Arkhipov
V. A. Arkhipov
AVA. B. Vorozhtsov
A. B. Vorozhtsov
SBSergey S. Bondarchuk
Sergey S. Bondarchuk
BPB. V. Pevchenko
B. V. Pevchenko
A number of problems related to the utilization of nanosize aluminum powders as a combustible component of perspective compositions of high-energy materials is considered. The technology of producing...

1 September 2010 in Combustion, Explosion, and Shock Waves
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VAV. A. Arkhipov
V. A. Arkhipov
SBSergey S. Bondarchuk
Sergey S. Bondarchuk
AKAlexander Korotkikh
Alexander Korotkikh

1 November 2013 in Russian Journal of Physical Chemistry B
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AZA. S. Zhukov
A. S. Zhukov
VAV. A. Arkhipov
V. A. Arkhipov
SBSergey S. Bondarchuk
Sergey S. Bondarchuk
VGV. D. Gol’DIn
V. D. Gol’DIn
A physicomathematical model of thermal and diffusion processes in a drop of a dilute metal salt solution during its heating in a plasma-chemical reactor for synthesizing metal oxide powders is...