Magnetotails in the Solar System
Magnetotails in the Solar System
All magnetized planets in our solar system (Mercury, Earth, Jupiter, Saturn, Uranus, and Neptune) interact strongly with the solar wind and possess well developed magnetotails. It is not only the strongly magnetized planets that have magnetotails. Mars and Venus have no global intrinsic magnetic field, yet they possess induced magnetotails. Comets have magnetotails that are formed by the draping of the interplanetary magnetic field. In the case of planetary satellites (moons), the magnetotail refers to the wake region behind the satellite in the flow of either the solar wind or the magnetosphere of its parent planet. The largest magnetotail of all in our solar system is the heliotail, the "magnetotail" of the heliosphere. The variety of solar wind conditions, planetary rotation rates, ionospheric conductivity, and physical dimensions provide an outstanding opportunity to extend our understanding of the influence of these factors on magnetotail processes and structures. Volume highlights include: Discussion on why a magnetotail is a fundamental problem of magnetospheric physics. Unique collection of tutorials on a large range of magnetotails in our solar system. In-depth reviews comparing magnetotail processes at Earth with other magnetotail structures found throughout the heliosphere. Collectively, Magnetotails in the Solar System brings together for the first time in one book a collection of tutorials and current developments addressing different types of magnetotails. As a result, this book should appeal to a broad community of space scientists, and it should also be of interest to astronomers who are looking at tail-like structures beyond our solar system.
Keiling, Andreas
8a460127-808e-48b6-9a4c-75e62cff8ee5
Jackman, Caitríona M.
9bc3456c-b254-48f1-ade0-912c5b8b4529
Delamere, Peter A.
5c567a74-7dc6-4a50-8fbe-4f6dace3bba3
9 January 2015
Keiling, Andreas
8a460127-808e-48b6-9a4c-75e62cff8ee5
Jackman, Caitríona M.
9bc3456c-b254-48f1-ade0-912c5b8b4529
Delamere, Peter A.
5c567a74-7dc6-4a50-8fbe-4f6dace3bba3
Keiling, Andreas, Jackman, Caitríona M. and Delamere, Peter A.
(2015)
Magnetotails in the Solar System
(Geophysical Monograph Series),
Wiley, 407pp.
Abstract
All magnetized planets in our solar system (Mercury, Earth, Jupiter, Saturn, Uranus, and Neptune) interact strongly with the solar wind and possess well developed magnetotails. It is not only the strongly magnetized planets that have magnetotails. Mars and Venus have no global intrinsic magnetic field, yet they possess induced magnetotails. Comets have magnetotails that are formed by the draping of the interplanetary magnetic field. In the case of planetary satellites (moons), the magnetotail refers to the wake region behind the satellite in the flow of either the solar wind or the magnetosphere of its parent planet. The largest magnetotail of all in our solar system is the heliotail, the "magnetotail" of the heliosphere. The variety of solar wind conditions, planetary rotation rates, ionospheric conductivity, and physical dimensions provide an outstanding opportunity to extend our understanding of the influence of these factors on magnetotail processes and structures. Volume highlights include: Discussion on why a magnetotail is a fundamental problem of magnetospheric physics. Unique collection of tutorials on a large range of magnetotails in our solar system. In-depth reviews comparing magnetotail processes at Earth with other magnetotail structures found throughout the heliosphere. Collectively, Magnetotails in the Solar System brings together for the first time in one book a collection of tutorials and current developments addressing different types of magnetotails. As a result, this book should appeal to a broad community of space scientists, and it should also be of interest to astronomers who are looking at tail-like structures beyond our solar system.
This record has no associated files available for download.
More information
Published date: 9 January 2015
Identifiers
Local EPrints ID: 436464
URI: http://eprints.soton.ac.uk/id/eprint/436464
PURE UUID: 2c8e4d6c-e452-4452-a5be-fffae25b1e96
Catalogue record
Date deposited: 11 Dec 2019 17:30
Last modified: 05 Jun 2024 19:45
Export record
Altmetrics
Contributors
Author:
Andreas Keiling
Author:
Peter A. Delamere
Download statistics
Downloads from ePrints over the past year. Other digital versions may also be available to download e.g. from the publisher's website.
View more statistics