Surhanova Yuliia Eduardivna,
Ph.D. Student, Assistant.
Education. Surhanova Y.E. completed her undergraduate studies, earning a qualification in “Computer Sciences”, educational program “Computer Sciences. Modeling, design and computer graphics” from NTU KhPI in 2019. From 2020 to 2024 she is a PhD student in NTU KhPI. In 29.03.2024, acceptance for consideration by a one-time specialized academic council – DF 64.050.136 dissertation “Study of nonlinear vibration normal modes of coupled pendulums under the influence of magnetic forces.” on competition of a scientific degree of Doctor of Philosophy (PhD), speciality 113 – Applied Mathematics.
Employment: Surhanova Y.E. has been employed at the department since 2022
Scientific interests are related to nonlinear dynamical systems.
Bibliometrics: 
BASIC PUBLICATIONS:
- Сурганова Ю. Е., Міхлін Ю. В., Кирилова Н. О. Локалізовані та нелокальні форми коливань двох пов’язаних маятників. Проблеми обчислювальної механіки і міцності конструкцій. Дніпро, 2022. № 34. С. 101 – 119. (Б.)
- Surganova Y. E., Mikhlin Y. V. Localized and Non–Localized Nonlinear Normal Modes in a System of Two Coupled Pendulums Under a Magnetic Field. International Journal of Non–Linear Mechanics. 2022. Vol. 147. P. 104182. (18 pages) (Scopus, Велика Британія, Q2).
- Surhanova Y. E., Mikhlin Y. V. Regular and compound behavior of a pendulum system in a magnetic field. Technical mechanics. 2023. Vol. 2023, № 3. P. 98 – 109. (Б).
- Сурганова Ю. Е., Міхлін Ю. В. Регулярна та складна поведінка маятникової системи у магнітному полі. Механіка та математичні методи. 2023. T. 5. № 1. С. 44–60. (Б).
- Surhanova Y. E., Mikhlin Y. V. Study of the Stability of the Mathematical Model of the Bound Pendulums Motion. Journal of Mechanical Engineering. 2023. Vol. 26, № 4. P. 50 – 58. (Б).
- Surganova Y. E., Mikhlin Y. V. Stability of nonlinear normal modes in the system of coupled pendulums in a magnetic field. International Journal of Non–Linear Mechanics. 2024. Vol. 160. P. 104649. (12 pages). (Scopus, Велика Британія, Q2).
- Mikhlin Yu. V., Surhanova Yu. E. Nonlinear normal modes and localization of vibrations in the pendulum system under magnetic. 16th International Conference on Dynamical Systems Theory and Applications (DSTA), Poland, December 6–9, 2021. P. 250–251.
- Mikhlin Yu. V., Surhanova Yu. E. Nonlinear normal modes in the pendulum system under magnetic excitation. The 10th European Nonlinear Oscillations Conference (ENOC), Lyon, France, July 17–22, 2022. P. 1027–1028.
- Surhanova Yu. E., Mikhlin Yu. V. Regular and complex behaviour in the pendulum system under a magnetic field. The Third International Nonlinear Dynamics Conference (NODYCON), Rome, Italy, June 18–22, 2023. Rome, 2023. P. 332.