2010
DOI: 10.1029/2009ja014658
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Hyperbolic decay of the Dst Index during the recovery phase of intense geomagnetic storms

Abstract: Abstract. What one commonly considers for reproducing the recovery phase of magnetosphere, as seen by the Dst index, is exponential function. However, the magnetosphere recovers faster in the first hours than in the late recovery phase.

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Cited by 28 publications
(60 citation statements)
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References 60 publications
(89 reference statements)
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“…(33) becomes similar to the well-known linear equation of Burton et al (1975), which yields an exponential relaxation of W to its pre-storm level after the external driving is turned off. It is worth noting that, according to Aguado et al (2010), the magnetosphere recovers faster during first hours of the recovery phase than at later times, which implies a hyperbolic relaxation rate with L ∼ W 2 . Figure 11 (from Tsyganenko and Sitnov, 2005), shows in the top panel the dynamics of the observed and predicted variation of the SYM-H index (in the original paper the vertical axis was erroneously labeled as Dst), inferred from the TS05 model for a 12-day interval of a long double storm of 3-14 September, 2002.…”
Section: Dynamically Driven Modelsmentioning
confidence: 99%
“…(33) becomes similar to the well-known linear equation of Burton et al (1975), which yields an exponential relaxation of W to its pre-storm level after the external driving is turned off. It is worth noting that, according to Aguado et al (2010), the magnetosphere recovers faster during first hours of the recovery phase than at later times, which implies a hyperbolic relaxation rate with L ∼ W 2 . Figure 11 (from Tsyganenko and Sitnov, 2005), shows in the top panel the dynamics of the observed and predicted variation of the SYM-H index (in the original paper the vertical axis was erroneously labeled as Dst), inferred from the TS05 model for a 12-day interval of a long double storm of 3-14 September, 2002.…”
Section: Dynamically Driven Modelsmentioning
confidence: 99%
“…The estimated recovery was much slower than the observed one. Aguado et al (2010) proposed a hyperbolic model of storm recovery, and Cid et al (2013) applied the model to intense storms including the Carrington storm. They showed high accuracy of the hyperbolic function to reproduce the rapid recovery.…”
Section: Introductionmentioning
confidence: 99%
“…Concerning the service on the prediction of the magnetosphere's recovery, it provides a graph with the theoretical expectations from the hyperbolic model introduced by Aguado et al (2010) plotted together with the Dst index from Kyoto, as soon as Dst goes below À100 nT. The code updates the graph every hour, in accordance with the resolution of the Dst index and theoretical expectations are computed until 48 h after the peak value on the index.…”
Section: Geomagnetic Predictionsmentioning
confidence: 99%
“…The UAH-Space Weather Service (UAH-SWS) at http:// www.spaceweather.es/ has been developed based on scientific models published in international journals by researchers of the UAH Saiz et al 2008;Aguado et al 2010). It is a double service: (1) it offers a warning of severe geomagnetic disturbances and (2) it provides an estimation of the time remaining for the magnetosphere to recover quiet time conditions.…”
Section: Geomagnetic Predictionsmentioning
confidence: 99%