2005
DOI: 10.1086/497633
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Local Correlation Tracking and the Magnetic Induction Equation

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Cited by 91 publications
(113 citation statements)
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“…We apply the LCT method to calculate the velocity of plasma in the solar photosphere by using observed line-of-sight magnetic field components. Although it is known that there are some problems using LCT (Demoulin & Berger 2003;Schuck 2005;Welsh et al 2004), a comparison of results obtained by LCT and other methods did not reveal a change in the main velocity pattern of photospheric plasma motion. For example, Santos et al (2005) compared the horizontal component of the photospheric velocity obtained by using LCT, ILCT and MEF methods and found that the results are similar.…”
Section: Helicitymentioning
confidence: 89%
“…We apply the LCT method to calculate the velocity of plasma in the solar photosphere by using observed line-of-sight magnetic field components. Although it is known that there are some problems using LCT (Demoulin & Berger 2003;Schuck 2005;Welsh et al 2004), a comparison of results obtained by LCT and other methods did not reveal a change in the main velocity pattern of photospheric plasma motion. For example, Santos et al (2005) compared the horizontal component of the photospheric velocity obtained by using LCT, ILCT and MEF methods and found that the results are similar.…”
Section: Helicitymentioning
confidence: 89%
“…From the sequence of co-aligned MDI magnetograms, we determined the photospheric velocity maps using the differential affine velocity estimator (DAVE) (Schuck 2005). The DAVE method applies an affine velocity profile to a windowed aperture and is consistent with the magnetic induction equation.…”
Section: Discussionmentioning
confidence: 99%
“…To evaluate the horizontal displacements in the photosphere, we have followed the method described by Schuck (2008) by comparing the magnetic field between two magnetograms taken with a time interval of 12 minutes by means of the Differential Affine Velocity Estimator (Schuck 2005(Schuck , 2006, using an apodization window of 11 pixels (5 5) of full width at half maximum.…”
Section: Resultsmentioning
confidence: 99%