Backward-Propagating MeV Electrons in Ultra-Intense Laser Interactions: Standing Wave Acceleration and Coupling to the Reflected Laser Pulse

TL;DR

This study uses PIC simulations to explore how standing waves formed by incident and reflected laser pulses can accelerate MeV electrons in ultra-intense laser interactions, revealing two distinct acceleration regimes and their potential for electron injection.

Contribution

It identifies and characterizes two regimes of standing wave electron acceleration in laser interactions, including the novel investigation of back reflection acceleration over a broad intensity range.

Findings

Standing wave pattern is crucial for electron injection and acceleration.

Two regimes of acceleration: relativistic and moderately relativistic.

Electron acceleration in the back reflection direction over a wide intensity range.

Abstract

Laser-accelerated electron beams have been created at a kHz repetition rate from the {\it reflection} of intense ($\sim10^{18}$ W/cm$^2$), $\sim$40 fs laser pulses focused on a continuous water-jet in an experiment at the Air Force Research Laboratory. This paper investigates Particle-in-Cell (PIC) simulations of the laser-target interaction to identify the physical mechanisms of electron acceleration in this experiment. We find that the standing-wave pattern created by the overlap of the incident and reflected laser is particularly important because this standing wave can "inject" electrons into the reflected laser pulse where the electrons are further accelerated. We identify two regimes of standing wave acceleration: a highly relativistic case ($a_0~\geq~1$), and a moderately relativistic case ($a_0~\sim~0.5$) which operates over a larger fraction of the laser period. In previous studies, other groups have investigated the highly relativistic case for its usefulness in launching electrons in the forward direction. We extend this by investigating electron acceleration in the {\it specular (back reflection) direction} and over a wide range of intensities ($10^{17}-10^{19}$ W cm$^{-2}$).