Alexander Didov

Dr. Alexander Didov

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Research Focus & Metrics

Academic Career Length

9Years (2018-Present)

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

Representative Publications

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9 January 2023 in Pure and Applied Geophysics
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SPSERGEY PRANTS
SERGEY PRANTS
MBMaxim V. Budyansky
Maxim V. Budyansky
Pavel FaymanPavel Fayman
Pavel Fayman
MUMichael Uleysky
Michael Uleysky
ADAlexander Didov
Alexander Didov

1 December 2020 in Communications in Nonlinear Science and Numerical Simulation
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Journal Article
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ADAlexander Didov
Alexander Didov
MUM.YU. Uleysky
M.YU. Uleysky
MBM.V. Budyansky
M.V. Budyansky

25 August 2023 in Marine Pollution Bulletin
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Journal Article
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Pavel FaymanPavel Fayman
Pavel Fayman
PSPavel A. Salyuk
Pavel A. Salyuk
MBMaxim V. Budyansky
Maxim V. Budyansky
ABAlexandr V. Burenin
Alexandr V. Burenin
ADAlexander Didov
Alexander Didov
MPMikhail K. Pichugin
Mikhail K. Pichugin

20 January 2020 in The European Physical Journal B
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Journal Article
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ADAlexander Didov
Alexander Didov
LKLeonid E. Kon’kov
Leonid E. Kon’kov
Dmitry MakarovDmitry Makarov
Dmitry Makarov

1 January 2026 in Physics of Fluids
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Journal Article
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ENElena Vladimirovna Novoselova
Elena Vladimirovna Novoselova
MBMaxim V. Budyansky
Maxim V. Budyansky
MUMichael Uleysky
Michael Uleysky
TBTatyana V. Belonenko
Tatyana V. Belonenko
AUAleksandr Udalov
Aleksandr Udalov
ADAlexander Didov
Alexander Didov
A new study is presented on the transport of markers (virtual particles) at the periphery of a quasi-stationary anticyclonic Lofoten vortex using R-contours calculated with the Lagrangian eddy boundary delineation algorithm (LEBDA) and archiving, validation and interpretation of Satellite Oceanographic data geostrophic velocities. It is shown that LEBDA has advantages over classical Eulerian approaches (e.g., automated mesoscale eddy detection algorithm): it minimizes abrupt changes in the eddy boundaries and reliably identifies the formation and evolution of lobes, which play a key role in the exchange of matter between the eddy and the surrounding flow. The obtained maps of marker escape times from the eddy and the number of rotations demonstrate spatial-azimuthal heterogeneity: some particles are retained for more than 180 days, while others leave the eddy quickly, confirming the existence of a coherent core and “sticky” zones at the boundaries. Verification using a drifter trajectory confirms the real nature of the identified processes of capture, retention, and escape of the markers from the vortex. Analysis of the escape-function and escape-fractal graphs reveals that markers leave the eddy in portions. Each such portion is reflected on the graphs as U-shaped and step-like structures. The partitioned (or intermittent) release of particles, as well as the dependence of the exit time on the initial position, indicates a fractal structure in the escape paths of markers from the vortex and suggests that chaotic advection is the dominant mechanism of water exchange between the eddy and the ambient flow.

1 August 2018 in Applied Mathematics and Computation
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Journal Article
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ADAlexander Didov
Alexander Didov
MUMichael Uleysky
Michael Uleysky