Lectures on Solar and Planetary Dynamos
Lectures on Solar and Planetary Dynamos
Dynamo theory, the study of the generation and maintenance of magnetic fields by fluid motions, is important in many areas of physics, ranging from stellar and galactic dynamics, through solar physics and geomagnetism, to reactor physics. This volume contains the lectures given by leading specialists, for an intensive course held at the Newton Institute, as part of a NATO Advanced Study Institute. The course was intended for beginning graduate students, so starts with background material, before leading on to describe areas closer to current research. Topics covered include planetary and solar dynamos, fast dynamos and the use of symmetry principles to derive evolution equations. Detailed bibliographies are provided. As the only modern introduction to the subject, this will be welcome reading for students in planetary and solar physics, plasma physics and astrophysics.
- Written by leading experts
- No other book available that's as comprehensive
- Teaching style not research
Reviews & endorsements
'These lectures give a state-of-the-art description of modern dynamo theory, with complete references on each topic covered … deserves a much wider audience than dynamo specialists … an excellent overview of our current state of knowledge' Physics World
Product details
December 1994Paperback
9780521467049
392 pages
235 × 158 × 29 mm
0.675kg
71 b/w illus.
Available
Table of Contents
- Introduction
- 1. Fundamentals of dynamo theory P. H. Roberts
- 2. Solar and stellar dynamics N. O. Weiss
- 3. Convection and magnetoconvection in a rapidly rotating sphere M. R. E. Proctor
- 4. Solar dynamos: computational background A. Brandenburg
- 5. Energy sources for planetary dynamos W. V. R. Malkus
- 6. Fast dynamos A. M. Soward
- 7. Non-linear planetary dynamos D. R. Fearn
- 8. The chaotic solar cycle E. A. Spiegel
- 9. The non-linear dynamo and Model-Z S. I. Braginsky
- 10. Maps and dynamos B. J. Bayly
- 11. Bifurcations in rotating systems E. Knobloch
- Index.
