百家乐技巧-明陞百家乐官网娱乐城_百家乐线路图分析_全讯网官方网站 (中国)·官方网站

計算數學與控制系

副教授

SMBU

ZAKHAROVA IRINA

作者:    審核:    發布時間:2023-05-10    閱讀次數:



Irina Gurgenovna Zakharova

Titles: Associate Professor Date of birth: 28 June 1959

Work address: CMC MSU, Moscow Contact details:

zaharova@physics.msu.ru


Education

1981-1984

PhD student at the Faculty of Computational Mathematics and Cybernetics, Lomonosov Moscow State University


Professional Experience

1984 2000

Keldysh Institute for Applied Mathematics, Russian Academy of Sciences, Moscow, research associate.

2000 - 2022

Faculty of Physics, Lomonosov Moscow State University, senior lecturer, associate professor.


Research directions

Nonlinear wave processes focusing on mathematical modeling of wave processes in photonic crystals. Developing numerical methods for solving evolutionary coupled nonlinear systems of differential equations.


Research projects

1.Russian Science Foundation, 14-21-00081, Mathematical modeling of nonlinear phenomena in Photonics, 2014 – 2018 (Investigator).

2.Russian Science Foundation, 17-11-01157, Development of mathematical investigation methods and modeling of dynamics of temporal and spatial- temporal solitons in anisotropic systems, 2017 – 2021 (Principle Investigator).



Main publications in recent 5 years

Scopus (12/2022): h-index: 8; Citations: 301; Total number of publications: 237

1.Komissarova Maria V., Lysak Tatiana M., Zakharova Irina G., Kalinovich Aleksei A., Parametric gap solitons in PT-symmetric optical structures, Journal of Physics: Conference Series, IOP Publishing, Bristol UK, 2249, Paper number 012008, 2022.

2.Bryantsev B.S., Kalinovich A.A., Zakharova I.G., Optical Vortices in Quadratic Nonlinear Media with Nonlinear Absorption, Bulletin of the Russian Academy of Sciences: Physics, Allerton Press Inc. (United States), 85, № 1, p. 20-24, 2021.

3.Kalinovich Aleksei A., Komissarova Maria V., Sazonov Sergey V., Zakharova Irina G., High-intensity light bullets at the competition of quadratic and cubic nonlinearities,

Proceedings of SPIE - The International Society for Optical Engineering, (Bellingham, WA, United States), № 11770, 2021.

4.Sazonov S.V., Zakharova I.G., Kalinovich A.A., Generating Optic Terahertz Pulses in Waveguides with Quadratic Nonlinearity, Bulletin of the Russian Academy of Sciences: Physics, Allerton Press Inc. (United States), 84, № 2, p. 177-179, 2020.

5.Kalinovich Aleksei A., Komissarova Maria V., Lysak Tatiana M., Zakharova Irina G., Quadratic chirped optical soliton at the concurrency of the dispersion of different orders, Proceedings of SPIE - The International Society for Optical Engineering, SPIE, the International Society for Optical Engineering (Bellingham, WA, United States), 11358,

p. 113581Z-1-113581Z-12, 2020.

6.Zakharova Irina G., Kalinovich Aleksey A., Komissarova Maria V., Sazonov Sergey V., Multi-step iterative algorithm for mathematical modeling of light bullets in anisotropic media, Lecture Notes in Computer Science, № 11386, p. 651-659, 2019.

7.Kalinovich Aleksey A., Komissarova Maria V., Sazonov Sergey V., Zakharova Irina G., Trapping of two-component light bullets in a gradient waveguide with normal group dispersion, PLoS ONE, Public Library of Science (United States), 14, 8, p. e0220840, 2019.

8.Sazonov Sergey V., Kalinovich Aleksey A., Komissarova Maria V., Zakharova Irina G., Regimes of two-color light bullet formation in a gradient waveguide, Physical Review A - Atomic, Molecular, and Optical Physics, American Physical Society (United States), 100, 3,

p. 033835-1-033835-14, 2019.

9.Trofimov Vyacheslav A., Varentsova Svetlana A., Zakharova Irina G., Zagursky Dmitry Yu., Conservative finite-difference scheme for the problem of THz pulse interaction with multilevel layer covered by disordered structure based on the density matrix formalism and 1D Maxwell’s equation, PLoS ONE, Publication House: Public Library of Science (United States), 13, № 8, с. Paper number: e0201572, 2018.

10.Zagursky D.Yu, Zakharova I.G., Trofimov V.A., Conservative Difference Scheme for Maxwell Equations Describing a Nonstationary Nonlinear Response of Matter in a Semi- Classical Approximation, Computational Mathematics and Modeling, Consultants Bureau (United States), 28, № 2, p. 164-184, 2017.

11.Trofimov V.A., Varentsova S.A., Zakharova I.G., Zagursky D.Yu., New Possibilities of Substance Identification Based on THz TDS Using Cascade Mechanism of High Energy Level Excitation, Sensors, MDPI (Basel, Switzerland), 17, № 12, p. Paper number 2728, 2017.

12.Sazonov Sergey V., Mamaikin Mikhail S., Komissarova Maria V., Zakharova Irina G., Planar light bullets under conditions of second-harmonic generation, Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, American Physical Society (United States), 96,

2, p. 022208-1-022208-9, 2017.

關閉

地址:深圳市龍崗區大運新城國際大學園路1號

電話:0755-28323024

郵箱:info@smbu.edu.cn

深圳北理莫斯科大學版權所有 - 粵ICP備16056390號 - 粵公網安備44030702002529號

返回頂部
御金百家乐官网娱乐城| 百家乐规则以及玩法 | 百家乐赌博筹码| 赌场百家乐官网视频| 百家乐官网看牌技巧| 番禺百家乐官网电器店| 百家乐官网看炉子的方法 | BB百家乐官网大转轮| 百家乐官网开户优惠多的平台是哪家| 明升网址| 360棋牌游戏大厅| 易玩棋牌怎么样| 大发888体育场下载| 百家乐官网增值公式| 百家乐官网庄闲必赢| 百家乐官网好不好玩| 速博网上娱乐| 郁南县| 赌场百家乐官网技巧| 模拟百家乐官网的玩法技巧和规则| 百家乐官网网上真钱娱乐场| 真人百家乐官网游戏网| 百家乐官网赢一注| 百家乐网络赌博网址| 百家乐在线赌场| 百家乐园太阳| 大发888娱乐场游戏| 百家乐骗局视频| 顶级赌场是真的吗| 高青县| 金沙城百家乐官网大赛规则| 在线百家乐官网合作| 百家乐是哪个国家| 赌博百家乐技术| 太阳城网上娱乐城| 超级皇冠网分布图| 百家乐官网平台信誉| 百家乐官网手机壳| 百家乐最佳下注方法| 上海百家乐的玩法技巧和规则| 澳门博彩公司|