Nonlinear dynamics of electromagnetic pulses in cold relativistic plasmas
Alexandre Bonatto, Renato Pakter, Felipe Rizzato
Abstract
In the present analysis we study the self consistent propagation of nonlinear electromagnetic pulses in a one dimensional relativistic electron-ion plasma, from the perspective of nonlinear dynamics. We show how a series of Hamiltonian bifurcations give rise to the electric fields which are of relevance in the subject of particle acceleration. Connections between these bifurcated solutions and results of earlier analysis are made.
Create a lesson
Related papers
Experimental setup for testing nanocalorimeter sensors as a plasma diagnostics tool
Carles Corbella, Feng Yi, Andrei Kolmakov
Gradient-Based Construction of Collisionless Steady-State Guiding-Center Distributions in Tokamaks and Stellarators
Jingyi Yu, Chang Liu
Indirect-Drive Fusion Target Design for Commercial Fusion Energy
C. R. Weber, A. L. Kritcher, S. Bhandarkar et al.
Efficient laser ion acceleration in near-critical density plasmas in the picosecond pulse regime
Joshua Luoma, Andreas Kemp, Andrew Longman et al.
Helicon wave propagation, plasma generation and interaction with low-frequency waves in toroidal magnetic configurations
Simon P. H. Vincent, Mounir Alfazzaa, Patrick Quigley et al.
Kilojoule-scale laser acceleration enabling efficient generation of electron-positron and muon beams
R. Babjak, M. Pouyez, C. Badiali et al.