2003
DOI: 10.1175/1520-0426(2003)20<772:iomefa>2.0.co;2
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Identification of Marine Eddies from Altimetric Maps

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Cited by 285 publications
(229 citation statements)
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“…Eddy detection and tracking algorithms based on altimetry data have been widely used to investigate mesoscale structures in both space and time (Isern-Fontanet and E. Garcìa-Ladona, 2003;Chelton et al, 2007Chelton et al, , 2011Escudier et al, 2016;Yi et al, 2014;Schütte et al, 2016;Mason and Pascual, 2013). These algorithms, applied on global and regional scales, have been successful in the characterization of several properties, such as polarity, propagation pathway, lifetime, radius and amplitude.…”
Section: Methodsmentioning
confidence: 99%
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“…Eddy detection and tracking algorithms based on altimetry data have been widely used to investigate mesoscale structures in both space and time (Isern-Fontanet and E. Garcìa-Ladona, 2003;Chelton et al, 2007Chelton et al, , 2011Escudier et al, 2016;Yi et al, 2014;Schütte et al, 2016;Mason and Pascual, 2013). These algorithms, applied on global and regional scales, have been successful in the characterization of several properties, such as polarity, propagation pathway, lifetime, radius and amplitude.…”
Section: Methodsmentioning
confidence: 99%
“…The former are based on the calculation of some dynamic fields and define eddies based on the 10 closed contours of a threshold value. The physical fields computed are SLA, Sea Surface Height (SSH) Chaigneau et al, 2009), vorticity (McWilliams, 1999 and velocity gradient tensor or Okubo-Weiss parameter (W) (Penven and Echevin, 2005;Chelton et al, 2007;Isern-Fontanet and E. Garcìa-Ladona, 2003 are based on the curvature or shape of the instantaneous flow field. Several studies make use of both physical and geometrical methods to better explain the structure of mesoscale eddies.…”
Section: Methodsmentioning
confidence: 99%
“…To reduce the measurement noise, a 7-point stencil width was used for computation of the dynamic parameters, as recommended in Arbic et al (2012). At the surface, meddy signatures were often mixed with other dynamical structures; therefore we identified meddy surface signals from local extrema of the sea-level (Isern-Fontanet et al, 2003). These extrema are given by the Laplacian of sea-level height: ω 0 = g f ζ .…”
Section: Methodsmentioning
confidence: 99%
“…While the results are not strongly sensitive to the details, the tracking can be improved somewhat regionally by fine tuning the tracking parameters [Isern-Fontanet et al, 2003Morrow et al, 2004]. For example, smaller values of W result in more tracked eddies in regions of small SSH variance but reduce the number of tracked eddies in regions of large SSH variance.…”
Section: Appendix A: Automated Eddy-tracking Proceduresmentioning
confidence: 99%