Collisional Transport in Magnetized PlasmasThis is a textbook on theoretical plasma physics, which is the science of extremely hot gases which make up most of the universe and which are used extensively in fusion energy research. This book treats a topic at the heart of this subject, so-called transport theory, which predicts the electrical and thermal properties of the plasma. It is the most comprehensive book in its field, and is directed at graduate students in physics and professional research physicists, in particular fusion energy scientists and space physicists. |
Contents
Randomwalk estimate for ion heat diffusion in a tokamak | 10 |
3 | 22 |
3 | 35 |
5 | 41 |
8 | 53 |
4 | 71 |
7 | 83 |
Transport in a cylindrical plasma | 90 |
7 | 117 |
8 | 143 |
4 | 153 |
7 | 161 |
Transport in the PfirschSchlüter regime | 167 |
Transport in the banana regime | 187 |
The moment approach to neoclassical theory | 219 |
Advanced topics | 246 |
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Common terms and phrases
adiabatic invariant alpha particles approximately aspect ratio banana regime bootstrap current bounce Braginskii's calculate chapter collision frequency collision operator constants of motion coordinates Coulomb collisions cross-field d³v density derived diamagnetic distribution function drift kinetic equation electric field electron-ion collision electrons energy entropy expression field line flow velocity flux surface flux-surface average friction force guiding centre guiding-centre gyroradius Hazeltine heat flux Hirshman impurity integral Lagrangian large aspect ratio Larmor radius Lorentz lowest order magnetic axis magnetic field Maxwellian model operator momentum neoclassical theory neoclassical transport Note orbits parameter particle flux perpendicular Pfirsch-Schlüter Phys plasma physics poloidal rotation result Rosenbluth scale second term Sigmar Solution species Spitzer temperature gradient tensor thermal tokamak toroidal torus transport theory trapped particles V₁ vanishes vector Veff velocity-space viscosity viscosity coefficients