2013
DOI: 10.1088/0004-637x/773/1/60
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Chromospheric Mass Motions and Intrinsic Sunspot Rotations for Noaa Active Regions 10484, 10486, and 10488 Using Isoon Data

Abstract: This work utilizes Improved Solar Observing Optical Network (ISOON: Neidig et al. 2003) continuum (630.2 nm) and Hα (656.2 nm) data to: 1) detect and measure intrinsic sunspot rotations occurring in the photosphere and chromosphere, 2) identify and measure chromospheric filament mass motions, and 3) assess any large--scale photospheric and chromospheric mass couplings. Significant results from October 27--29, 2003, using the techniques of Brown et al. (2003), indicate significant counter--rotation between the… Show more

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Cited by 4 publications
(4 citation statements)
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References 45 publications
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“…First of all, we must find the rotation center of the right leg of the filament. Second, once the center is determined, the 304 Å images are uncurled to a polar coordinate rθ frame from the initial Cartesian x -y frame (Brown et al 2003;Hardersen et al 2013). The circles around the axis of the filament leg are uncurled counterclockwise, starting from a northward pointing chord (the black line from the center to the north), as illustrated in Figure 1.…”
Section: Methodsmentioning
confidence: 99%
“…First of all, we must find the rotation center of the right leg of the filament. Second, once the center is determined, the 304 Å images are uncurled to a polar coordinate rθ frame from the initial Cartesian x -y frame (Brown et al 2003;Hardersen et al 2013). The circles around the axis of the filament leg are uncurled counterclockwise, starting from a northward pointing chord (the black line from the center to the north), as illustrated in Figure 1.…”
Section: Methodsmentioning
confidence: 99%
“…They are usually detected by visual inspections and, since this may cause a bias in the analysis of vortexes, efforts in developing automated detection methods have been recently performed (Kato and Wedemeyer, 2017;Rempel et al, 2017;Giagkiozis et al, 2018). In this work, we intend to contribute to the development of automated methods of vortex detection by using a well-known method of detection and classification of critical points (Helman and Hesselink, 1989) to identify converging vortexes by associating them with a specific kind of critical point.…”
Section: Critical Point Detection and Classificationmentioning
confidence: 99%
“…A critical point is characterized by a flow velocity given by v(x, y) = (0, 0) ij . Then, in a linear vector field approximation, to find the coordinates of the critical point, we have to solve a matrix equation like we can classify the critical point according to Helman and Hesselink (1989), as presented in Table 1. We find the eigenvalues by first reducing the Jacobian matrix to the upper Hessenberg form using the ELMHES function in IDL and then returning the eigenvalues by applying the HQR function.…”
Section: Critical Point Detection and Classificationmentioning
confidence: 99%
“…On larger scales, rotational motions were observed in sunspots and they are usually associated with energy and helicity buildup and later release by flare and/or coronal mass ejection (Brown et al, 2003;Hiremath and Suryanarayana, 2003;Hiremath et al, 2005;Yan and Qu, 2007;Yan et al, 2008;Min and Chae, 2009;Yan et al, 2009;Kazachenko et al, 2010;Zhu et al, 2012;Yan et al, 2012;Jiang et al, 2012;Vemareddy et al, 2012;Hardersen et al, 2013;Wang et al, 2014;Ruan et al, 2014;Gopasyuk, 2015;Li and Liu, 2015;Suryanarayana et al, 2015;Wang et al, 2016;Vemareddy et al, 2016). The rotation of sunspots is usually very slow, this means that the evolution of the magnetic field in the corona associated to it would be slow as well.…”
Section: Introductionmentioning
confidence: 99%