1997
DOI: 10.1086/304469
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Comparison of Two Fitting Methods for Ring Diagram Analysis of Very HighlSolar Oscillations

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Cited by 28 publications
(20 citation statements)
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“…These power spectra are referred to as ring diagrams because of the characteristic ringlike shape of regions where the power is concentrated in cuts of constant temporal frequency, reflecting the near-azimuthal symmetry of the power in k-space. A detailed description of the ring-diagram technique is given by Patrón et al (1997) and . Ring-diagram analysis has the advantage over globalmode analysis in that it can be used to study both the nonaxisymmetric component of the structure and dynamics of the Sun, as well as the antisymmetric component of these quantities between the solar northern and southern hemispheres.…”
Section: Discussionmentioning
confidence: 99%
“…These power spectra are referred to as ring diagrams because of the characteristic ringlike shape of regions where the power is concentrated in cuts of constant temporal frequency, reflecting the near-azimuthal symmetry of the power in k-space. A detailed description of the ring-diagram technique is given by Patrón et al (1997) and . Ring-diagram analysis has the advantage over globalmode analysis in that it can be used to study both the nonaxisymmetric component of the structure and dynamics of the Sun, as well as the antisymmetric component of these quantities between the solar northern and southern hemispheres.…”
Section: Discussionmentioning
confidence: 99%
“…The Doppler cubes are then Fourier transformed to obtain a three-dimensional power spectrum. A more detailed discussion of the construction of ring diagrams can be found in Patron et al (1997) and Basu et al (1999).…”
Section: Datamentioning
confidence: 99%
“…Analysis of ring diagrams begins by fitting a model to the 3D power spectrum to determine the frequencies and other parameters. Different techniques and models have been used for this purpose (Schou & Bogart 1998;Patrón et al 1997;). These techniques basically use a maximum likelihood method (Anderson et al 1990) to fit a model profile to the different rings in power spectra that correspond to different values of n. For example, use the model…”
Section: The Techniquementioning
confidence: 99%