Application of wavelet analysis to transversal coronal loop oscillations

J Ireland, Ineke De Moortel

Research output: Contribution to journalArticlepeer-review

16 Citations (Scopus)


There as yet remain few examples of well observed, transversal oscillations in coronal loops. Such oscillations have the potential to yield much information on the nature of the solar corona, as demonstrated by the analysis of Nakariakov et al. (1999) of a transversely oscillating loop observed in the TRACE 171 Angstrom passband on 14th July, 1998. Their analysis extracts a decaying loop oscillation signal from the data which is then considered in the light of the substantial body of theoretically and computationally derived knowledge of the dynamics of coronal loops. The analysis presented in this paper approaches the reduction of the same dataset using wavelet techniques described by De Moortel & Hood (2000) and De Moortel et al. (2002). The authors show that the value of the decay exponent N in a decaying oscillating time series of the form exp(-kt(N)) is measurable from a wavelet transform of the time series (for some decay constant k and time t). The application of these techniques shows that the value of the decay exponent in the 14th July, 1998 event is not well determined by the data, i.e., the associated error is very large. Since the value of the decay exponent implies the presence of particular decay mechanisms and not others, the large error associated with the exponent value implies that a wide range of mechanisms should be considered when discussing the physics behind this event. Comments are also made on the time dependence of the oscillation wavelet scale. Two additional examples of transversal coronal loop oscillations are also analysed.

Original languageEnglish
Pages (from-to)339-351
Number of pages13
JournalAstronomy & Astrophysics
Publication statusPublished - Aug 2002


  • Sun : activity
  • Sun : corona
  • methods : data analysis


Dive into the research topics of 'Application of wavelet analysis to transversal coronal loop oscillations'. Together they form a unique fingerprint.

Cite this