New method for solving inductive electric fields in the non-uniformly conducting ionosphere

We present a new calculation method for solving inductive electric fields in the ionosphere. The time series of the potential part of the ionospheric electric field, together with the Hall and Pedersen conductances serves as the input to this method. The output is the time series of the induced r...

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Main Authors: H. Vanhamäki, O. Amm, A. Viljanen
Format: Article
Language:English
Published: Copernicus Publications 2006-10-01
Series:Annales Geophysicae
Online Access:https://www.ann-geophys.net/24/2573/2006/angeo-24-2573-2006.pdf
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spelling doaj-322e12d44ba746daa414cc327e75a8b82020-11-24T21:32:42ZengCopernicus PublicationsAnnales Geophysicae0992-76891432-05762006-10-01242573258210.5194/angeo-24-2573-2006New method for solving inductive electric fields in the non-uniformly conducting ionosphereH. Vanhamäki0O. Amm1A. Viljanen2Finnish Meteorological Institute, Space Research Unit, P.O. Box 503, 00101 Helsinki, FinlandFinnish Meteorological Institute, Space Research Unit, P.O. Box 503, 00101 Helsinki, FinlandFinnish Meteorological Institute, Space Research Unit, P.O. Box 503, 00101 Helsinki, FinlandWe present a new calculation method for solving inductive electric fields in the ionosphere. The time series of the potential part of the ionospheric electric field, together with the Hall and Pedersen conductances serves as the input to this method. The output is the time series of the induced rotational part of the ionospheric electric field. The calculation method works in the time-domain and can be used with non-uniform, time-dependent conductances. In addition, no particular symmetry requirements are imposed on the input potential electric field. The presented method makes use of special non-local vector basis functions called the Cartesian Elementary Current Systems (CECS). This vector basis offers a convenient way of representing curl-free and divergence-free parts of 2-dimensional vector fields and makes it possible to solve the induction problem using simple linear algebra. The new calculation method is validated by comparing it with previously published results for Alfvén wave reflection from a uniformly conducting ionosphere.https://www.ann-geophys.net/24/2573/2006/angeo-24-2573-2006.pdf
collection DOAJ
language English
format Article
sources DOAJ
author H. Vanhamäki
O. Amm
A. Viljanen
spellingShingle H. Vanhamäki
O. Amm
A. Viljanen
New method for solving inductive electric fields in the non-uniformly conducting ionosphere
Annales Geophysicae
author_facet H. Vanhamäki
O. Amm
A. Viljanen
author_sort H. Vanhamäki
title New method for solving inductive electric fields in the non-uniformly conducting ionosphere
title_short New method for solving inductive electric fields in the non-uniformly conducting ionosphere
title_full New method for solving inductive electric fields in the non-uniformly conducting ionosphere
title_fullStr New method for solving inductive electric fields in the non-uniformly conducting ionosphere
title_full_unstemmed New method for solving inductive electric fields in the non-uniformly conducting ionosphere
title_sort new method for solving inductive electric fields in the non-uniformly conducting ionosphere
publisher Copernicus Publications
series Annales Geophysicae
issn 0992-7689
1432-0576
publishDate 2006-10-01
description We present a new calculation method for solving inductive electric fields in the ionosphere. The time series of the potential part of the ionospheric electric field, together with the Hall and Pedersen conductances serves as the input to this method. The output is the time series of the induced rotational part of the ionospheric electric field. The calculation method works in the time-domain and can be used with non-uniform, time-dependent conductances. In addition, no particular symmetry requirements are imposed on the input potential electric field. The presented method makes use of special non-local vector basis functions called the Cartesian Elementary Current Systems (CECS). This vector basis offers a convenient way of representing curl-free and divergence-free parts of 2-dimensional vector fields and makes it possible to solve the induction problem using simple linear algebra. The new calculation method is validated by comparing it with previously published results for Alfvén wave reflection from a uniformly conducting ionosphere.
url https://www.ann-geophys.net/24/2573/2006/angeo-24-2573-2006.pdf
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AT aviljanen newmethodforsolvinginductiveelectricfieldsinthenonuniformlyconductingionosphere
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