Abstract:
We consider a linearized equation describing plasma motion in a toroidal domain (tokamak) and study the asymptotic forms of steady-state solutions of the Gaussian beam type with a short wave length, which correspond to electric modes. We also study Gaussian wave packets and localized “cigar”-type beams describing the transmission of localized perturbations through the tokamak chamber. We separately consider the case of focal points on a trajectory and the asymptotic forms in a neighborhood of a focal point.
Citation:
A. Yu. Anikin, S. Yu. Dobrokhotov, A. I. Klevin, B. Tirozzi, “Gausian packets and beams with focal points in vector problems of plasma physics”, TMF, 196:1 (2018), 135–160; Theoret. and Math. Phys., 196:1 (2018), 1059–1081
This publication is cited in the following 3 articles:
Tirozzi B., “Scattering of Lower Hybrid Waves in a Magnetized Plasma”, Physics, 2:4 (2020), 640–653
V. V. Kuydin, M. V. Perel, “Gaussian beams for 2D Dirac equation with electromagnetic field”, Proceedings of the International Conference Days on Diffraction (Dd) 2019, eds. O. Motygin, A. Kiselev, L. Goray, A. Fedotov, A. Kazakov, A. Kirpichnikova, IEEE, 2019, 111–116
Anatoly Yu. Anikin, Sergey Yu. Dobrokhotov, Alexander I. Klevin, Brunello Tirozzi, “Short-Wave Asymptotics for Gaussian Beams and Packets and Scalarization of Equations in Plasma Physics”, Physics, 1:2 (2019), 301