2016
DOI: 10.1016/j.dsr.2016.01.003
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Lagrangian analysis of formation, structure, evolution and splitting of anticyclonic Kuril eddies

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Cited by 26 publications
(15 citation statements)
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“…Regarding zero‐dimensional stationary points with zero velocity, computed daily in the AVISO velocity field, we found that long‐lived elliptical points in the centers of mesoscale eddies were computed reliably. This statement is supported by comparison of their positions to many independent in situ and satellite observations of mesoscale eddies in the Kuroshio‐Oyashio frontal zone and other regions (for Bussol' eddies, see Prants et al (), for Kuroshio rings, see Budyansky et al (), and for Tohoku eddies, see Prants et al ()). The reason for this good coincidence is the smoothness of the AVISO field around the long‐lived elliptical points that allows one to fix them with an accuracy exceeding the nominal scale of the AVISO grid.…”
Section: Discussion On the Reliability Of Lagrangian Simulation With mentioning
confidence: 67%
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“…Regarding zero‐dimensional stationary points with zero velocity, computed daily in the AVISO velocity field, we found that long‐lived elliptical points in the centers of mesoscale eddies were computed reliably. This statement is supported by comparison of their positions to many independent in situ and satellite observations of mesoscale eddies in the Kuroshio‐Oyashio frontal zone and other regions (for Bussol' eddies, see Prants et al (), for Kuroshio rings, see Budyansky et al (), and for Tohoku eddies, see Prants et al ()). The reason for this good coincidence is the smoothness of the AVISO field around the long‐lived elliptical points that allows one to fix them with an accuracy exceeding the nominal scale of the AVISO grid.…”
Section: Discussion On the Reliability Of Lagrangian Simulation With mentioning
confidence: 67%
“…We elaborated the Lagrangian methodology that allowed one to track, document, and record the behavior of eddies and identify the origin of water masses that were gained, retained, and released. For this purpose, Lagrangian maps seem to be more appropriate than commonly used Eulerian means because the Lagrangian maps are imprints of the history of water masses involved in the vortex motion, whereas vorticity, the Okubo‐Weiss parameter and similar Eulerian indicators are “instantaneous” snapshots (see Olascoaga et al, ; Prants et al, , for comparison). Daily computed Lagrangian maps are very useful in the study of the processes of entrainment and detrainment of waters to and from eddies and their dynamics.…”
Section: Resultsmentioning
confidence: 99%
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“…Systematic comparisons of Lagrangian structures against ground-truth patterns are rare and typically consider physical tracers (Despres et al 2011, Prants et al 2016. By comparing in situ hydrography with the altimetry-derived Lagrangian structure of a mesoscale eddy near the Kuril Islands, Prants et al (2016) found a precision of 7-20 km. Mismatches of 10-20 km are indeed typical when phytoplankton patterns as observed in satellite images are reconstructed with altimetry-derived Lagrangian techniques.…”
Section: Limitations Of the Lagrangian Methodsmentioning
confidence: 99%
“…In spite of nonstationarity of the velocity field, some of them may exist for weeks and much more. The hyperbolic points and their attracting and repelling manifolds were recently identified with the help of drifter's tracks in the Gulf of La Spezia in the northwestern Mediterranean Sea (Haza et al, 2010), in the Gulf of Lion (Nencioli et al, 2011), in the Gulf of Mexico (Olascoaga et al, 2013) and in the northwestern Pacific (Prants et al, 2016).…”
Section: Methodsmentioning
confidence: 99%