Tatyana V. Belonenko

Prof. Dr. Tatyana V. Belonenko

St Petersburg State Univ, 10th Line 33-35, St Petersburg 199178, Russia

Research Focus & Metrics

Academic Career Length

15Years (2012-Present)

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

Representative Publications

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5 January 2013 in Geophysical Research Letters
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Journal Article
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Denis L. VolkovDenis L. Volkov
Denis L. Volkov
TBTatyana V. Belonenko
Tatyana V. Belonenko
VFVictor R. Foux
Victor R. Foux
A sub‐Arctic “hot spot” of intense synoptic‐scale variability is observed in the Lofoten Basin (LB) of the Norwegian Sea. Using ERS‐1/2 and Envisat satellite altimetry measurements, we discover a cyclonic propagation of the synoptic‐scale sea surface height anomalies around the center of the LB. Surface drifter trajectories do not reveal an associated coherent near‐surface cyclonic flow suggesting that the propagating signals have a wavelike nature. We identify a dipole and a quadrupole wave modes rotating around the center of the LB, obtain analytic dispersion relations for these modes, and demonstrate that the observed propagation is a manifestation of topographic Rossby waves. Most of the observed waves have a wavelength of about 500 km and phase speeds ranging from 2 to 10 km/day. We show that these waves are largely responsible for the localization and amplification of sea surface height variability in the center of the LB.

1 October 2017 in Deep Sea Research Part I: Oceanographic Research Papers
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Journal Article
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IBIgor L. Bashmachnikov
Igor L. Bashmachnikov
Mikhail A. SokolovskiyMikhail A. Sokolovskiy
Mikhail A. Sokolovskiy
TBTatyana V. Belonenko
Tatyana V. Belonenko
DVD.L. Volkov
D.L. Volkov
PIP.E. Isachsen
P.E. Isachsen
XCX. Carton
X. Carton

5 October 2019 in Russian Journal of Earth Sciences
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Journal Article
Closed access
VTV. S. Travkin
V. S. Travkin
TBTatyana V. Belonenko
Tatyana V. Belonenko

19 September 2014 in Journal of Geophysical Research: Oceans
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IBIgor L. Bashmachnikov
Igor L. Bashmachnikov
XCX. Carton
X. Carton
TBTatyana V. Belonenko
Tatyana V. Belonenko
In this work, we obtain new results on the manifestation of meddies (or of other deep eddies) at the sea‐surface, further developing the results by Bashmachnikov and Carton (2012). The quasi‐geostrophic equations are used to describe a near‐axisymmetric vortex in the upper ocean, forced at its lower boundary by the isopycnal elevation of a moving meddy. The solution thus obtained provides a better approximation of the characteristics of meddy surface signals. The results show that in subtropics large meddies with dynamic radius ≥ 30 km are always seen at the sea‐surface with AVISO altimetry, that medium‐size meddies with = 20 km may be seen at the sea‐surface only if they are sufficiently shallow and strong, while small meddies with = 10 km generally cannot be detected with the present accuracy of altimetry data. The intensity of meddy surface signals decreases to the south with the decrease of the ratio. The seasonal variation in intensity of the surface signal for northern meddies (45°N) is on the order of 2–3 cm, but for subtropical meddies (35°N) it can be on the order of 5–10 cm. The radii of meddy surface signals range from 1 to 2 times the radii of the corresponding meddies. For most of the observed subtropical meddies, the upper limit should be used. Numerical experiments show that surface signals of meddies translated with ‐drift are efficiently dispersed by the radiation of Rossby waves. At the same time, for meddies translated by a background current, the surface signal does not show strong dissipation.

23 August 2018 in Ocean Dynamics
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IBIgor L. Bashmachnikov
Igor L. Bashmachnikov
TBTatyana V. Belonenko
Tatyana V. Belonenko
PKPavel Anatolievich Kuibin
Pavel Anatolievich Kuibin
Denis L. VolkovDenis L. Volkov
Denis L. Volkov
VFVictor Foux
Victor Foux

8 January 2021 in Pure and Applied Geophysics
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Journal Article
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TBTatyana V. Belonenko
Tatyana V. Belonenko
VZV. A. Zinchenko
V. A. Zinchenko
AFA. M. Fedorov
A. M. Fedorov
MBM. V. Budyansky
M. V. Budyansky
SPS. V. Prants
S. V. Prants
MUM. Yu. Uleysky
M. Yu. Uleysky