This timely book presents new research results on high-energy particle physics related to solar flares, covering the theory and applications of the reconnection process in a clear and comprehensible way. It investigates particle kinetics and dynamics in flaring atmospheres and their diagnostics from spectral observations, while providing an analysis of the observation data and techniques and comparing various models.
Written by an internationally acclaimed expert, this is vital reading for all solar, astro-, and plasma physicists working in the field.
Tabella dei contenuti
1. Observational Phenomena of Solar Flares
2. Particle Acceleration in Flares
3. Electron Beam Precipitation –
Continuity Equation Approach
4. Stationary and Impulsive Injection of Electron Beams in a Converging Magnetic Field
5. Proton Beam Kinetics
6. Hydrodynamic Response to Particle Injection
7. Hard X-ray Bremsstrahlung Emission and Polarisation
8. Microwave Emission and Polarisation
9. Effect of Self-induced Electric Field on the Generation of Langmuir Turbulence
10. Hydrogen Non-thermal Excitation and Ionization by Electron Beams
11. Ha Line Impact Polarisation
12. Sunquakes associated with Solar Flares
Circa l’autore
Valentina Zharkova is Chair of Applied Mathematics at the Department of Mathematics and Computing, University of Bradford, UK. Having obtained her M.Sc. degree from Taras Shevchenko National University of Kiev (NUK), Ukraine, and her Ph.D. degree from the Main Astronomical Observatory of the Ukrainian Academy of Sciences, she worked for NUK for 20 years. In 1992, she moved to the University of Glasgow as a Royal Society Research Fellow and in 2000 to the University of Bradford. She authored over 200 scientific publications including the key one in Nature (issue 6683, 1998) on the discovery of solar quakes, which was covered by media worldwide. Professor Zharkova is a member of the Royal Astronomical Society, the International Astronomical Union, the European Physical Society and of the Editorial Board of the Journal on Knowledge-based Engineering Systems (KES).
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