Theory and modelling of fast electron transport in laser-plasma interactions
Author(s)
Williams, Brennig Elis Rhys
Type
Thesis
Abstract
The interaction of a high-intensity laser beam with a solid target generates a large number
of fast electrons with long mean free paths. The study of these fast electrons is still
the subject of active research, given their relevance to Tabak's [2] proposed fast-ignition
approach to inertial confinement fusion. Conventional methods for simulating this system
fall into two categories: kinetic and hybrid codes. Kinetic codes (Vlasov Fokker-Planck
(VFP) and Particle in Cell (PIC) codes) provide an almost complete description of the
system, but are often computationally expensive. Conventional hybrid codes simulate
the fast-electrons well using a PIC code, but simplify the simulation of the background
by using a rudimentary fluid model.
In this thesis I present a new approach to modelling relativistic electrons propagating
through a background plasma. This novel approach includes an improved classical transport
description of the background plasma by using the VFP code IMPACT [21]. The
fast electrons are modelled in two ways. Firstly, a 1D crude rigid beam model is used
for the fast electrons. This gives rise to interesting transport effects in the background,
such as transverse heat flow and non-local transport. It is found that the transverse heat flow is sufficient to reverse the `beam hollowing' effect of Davies et al [74] , allowing the
reemergence of a fast electron collimating magnetic field over picosecond timescales. The
second approach is to couple a PIC code into IMPACT to model the dynamic evolution of
the fast electron beam. The scheme is tested against relevant beam-plasma phenomena.
The code is used to model fast electron transport in 2D through a near-solid density
background plasma. The significant result from this 2D investigation is the suppression
of the filamentation instability by the resistively collimating field that surrounds the main
beam.
of fast electrons with long mean free paths. The study of these fast electrons is still
the subject of active research, given their relevance to Tabak's [2] proposed fast-ignition
approach to inertial confinement fusion. Conventional methods for simulating this system
fall into two categories: kinetic and hybrid codes. Kinetic codes (Vlasov Fokker-Planck
(VFP) and Particle in Cell (PIC) codes) provide an almost complete description of the
system, but are often computationally expensive. Conventional hybrid codes simulate
the fast-electrons well using a PIC code, but simplify the simulation of the background
by using a rudimentary fluid model.
In this thesis I present a new approach to modelling relativistic electrons propagating
through a background plasma. This novel approach includes an improved classical transport
description of the background plasma by using the VFP code IMPACT [21]. The
fast electrons are modelled in two ways. Firstly, a 1D crude rigid beam model is used
for the fast electrons. This gives rise to interesting transport effects in the background,
such as transverse heat flow and non-local transport. It is found that the transverse heat flow is sufficient to reverse the `beam hollowing' effect of Davies et al [74] , allowing the
reemergence of a fast electron collimating magnetic field over picosecond timescales. The
second approach is to couple a PIC code into IMPACT to model the dynamic evolution of
the fast electron beam. The scheme is tested against relevant beam-plasma phenomena.
The code is used to model fast electron transport in 2D through a near-solid density
background plasma. The significant result from this 2D investigation is the suppression
of the filamentation instability by the resistively collimating field that surrounds the main
beam.
Date Issued
2013-01
Date Awarded
2013-02
Copyright Statement
Attribution NoDerivatives 4.0 International Licence (CC BY-ND)
Advisor
Kingham, Robert
Publisher Department
Physics
Publisher Institution
Imperial College London
Qualification Level
Doctoral
Qualification Name
Doctor of Philosophy (PhD)