2012
DOI: 10.1007/s11207-012-0103-9
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Propagation of Fast Coronal Mass Ejections and Shock Waves Associated with Type II Radio-Burst Emission: An Analytic Study

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Cited by 15 publications
(18 citation statements)
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“…Corona‐Romero and Gonzalez‐Esparza [] extended the original piston shock model by including geometrical and physical missing effects by assuming that driven shocks have bow shock geometry. Subsequently, Corona‐Romero et al [] validated this extended model by approximating the synthetic type II radio bursts and the CME shock arrivals of some fast, radio‐loud halo CMEs. Afterward, Corona‐Romero et al [] combined the piston shock's hypothesis and type II radio bursts to reconstruct fast CMEs/shocks trajectories and arrivals.…”
Section: Development Of a Cme Arrival Forecasting Toolmentioning
confidence: 99%
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“…Corona‐Romero and Gonzalez‐Esparza [] extended the original piston shock model by including geometrical and physical missing effects by assuming that driven shocks have bow shock geometry. Subsequently, Corona‐Romero et al [] validated this extended model by approximating the synthetic type II radio bursts and the CME shock arrivals of some fast, radio‐loud halo CMEs. Afterward, Corona‐Romero et al [] combined the piston shock's hypothesis and type II radio bursts to reconstruct fast CMEs/shocks trajectories and arrivals.…”
Section: Development Of a Cme Arrival Forecasting Toolmentioning
confidence: 99%
“…Free parameters are different from those inputs that can be settled through remote sensing or in situ data. Instead, free parameters need to be adequately selected or empirically fitted, in order to reproduce the CMEs or shocks trajectories and arrivals [e.g., Gopalswamy et al , , ; Reiner et al , ; Cremades et al , ; Corona‐Romero et al , ; Hess and Zhang , ; Corona‐Romero et al , ; Cremades et al , ; Corona‐Romero and Gonzalez‐Esparza , ]. The arbitrary selection of free parameters allows for the approximation of trajectories and in situ arrivals of CMEs.…”
Section: Introductionmentioning
confidence: 99%
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“…In fact, Feng et al (2010) empirically concluded that many of in situ-detected (at 1 AU) IP shocks already evolve as blast waves. Furthermore, Pinter and Dryer (1990) and Corona-Romero, Gonzalez-Esparza, and Aguilar-Rodriguez (2013) independently found that trajectories of IP shocks are well described by blast wave propagation for heliocentric distances larger than ∼ 25 − 45 R ⊙ . Then, for the purposes of this work, we will assume that trajectories of IP shocks can be approximated by blast wave equation.…”
Section: Introductionmentioning
confidence: 97%