Opening book details…
Can I read Spontaneous Current Sheets in Magnetic Fields : with Applications to Stellar X-rays on EtoBox?
Spontaneous Current Sheets in Magnetic Fields : with Applications to Stellar X-rays by Parker, E. N. (eugene Newman) , 1927- is a science book available to read on EtoBox.
What is Spontaneous Current Sheets in Magnetic Fields : with Applications to Stellar X-rays about?
Expanding upon the ideas first proposed in his seminal book Cosmical Magnetic Fields, Eugene N. Parker here offers the first in-depth treatment of the magnetohydrodynamic theory of spontaneous magnetic discontinuities. In detailing his theory of the spontaneous formation of tangential discontinuities (current sheets) in a magnetic field embedded in highly conducting plasma, Parker shows how it can be used to explain the activity of the external magnetic fields of planets, stars, interstellar gas
Who reads Spontaneous Current Sheets in Magnetic Fields : with Applications to Stellar X-rays?
It is typically read by self-directed learners exploring a subject in depth.
Common subject areas: history, science, philosophy, social sciences.
- Author
- Parker, E. N. (eugene Newman) , 1927-
- Publisher
- IRL Press at Oxford University Press
- Published
- 1994
- Language
- EN
- ISBN
- 9780195360851
- Category
- science
- Subjects
- Science, Social Science, Physics
- Updated
- 2026-03-24
More by Parker, E. N. (eugene Newman) , 1927-
Browse all works by Parker, E. N. (eugene Newman) , 1927-
Similar books
- Spontaneos Current Sheets in Magnetic Fields — Parker
- X-Rays and Their Applications — J. G. Brown (auth.) (1975)
- Cosmic Rays in Interplanetary Magnetic Fields — I. N. Toptygin (auth.) (1985)
- Turbulence and Magnetic Fields in Astrophysics — Thierry Passot Edith Falgarone (2003)
- THEORY OF ONE-DIMENSIONAL VLASOV-MAXWELL EQUILIBRIA : with Applications to Collisionless ... Current Sheets and Flux Tubes — Oliver Allanson (2018)
- Superconducting Levitation : Applications to Bearings and Magnetic Transportation — Francis C. Moon; with selected sections by Pei-Zen Chang (1994)
