On the possibility of extending the IGRF predictive secular variation model to a higher SH degree

Silva, L. , Maus, S., Hulot, G. and Thébault, E. (2010) On the possibility of extending the IGRF predictive secular variation model to a higher SH degree. Earth, Planets and Space, 62(10), pp. 815-820. (doi: 10.5047/eps.2010.07.005)

Abstract

The International Geomagnetic Reference Field (IGRF) is an internationally agreed global spherical harmonic model of the Earth's magnetic field of internal origin. It is currently computed every five years in the form of a model describing this field up to degree 13 at a reference epoch, plus a secular variation model up to degree 8, best estimating the linear evolution of this field over the following five years. Such a simple description of the field evolution is thought to provide a good enough prediction of the field, both for navigational and internationally agreed reference purposes (the very purpose of IGRF models). In particular, it assumes that any change in the field described by spherical harmonic degrees between 9 and 13 may be neglected over five years, given the uncertainties already involved in the determination of all other coefficients, and the practical accuracy needed for most IGRF applications. Recent progress in global field modelling based on increasingly accurate and numerous satellite data however show that all field coefficients can now be computed with much higher accuracy than possible in the past, and that higher degree secular variation coefficients could therefore also be considered for inclusion in IGRF models. The present short note intends to investigate the potential benefit of extending the IGRF predictive secular variation model to degrees higher than 8, given our current knowledge of the way the field behaves over time periods of five years.

• Item Type: Articles
• Status: Published
• Refereed: Yes
• Glasgow Author(s) Enlighten ID: Silva, Dr Luis
• Authors: Silva, L., Maus, S., Hulot, G., and Thébault, E.
• College/School: College of Science and Engineering > School of Mathematics and Statistics > Mathematics
• Journal Name: Earth, Planets and Space
• Publisher: Terra Scientific Publishing Company
• ISSN: 1343-8832
• ISSN (Online): 1880-5981