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高能密度等离子体中离散粒子尾流相关性导致的阻止本领增强

Stopping-power enhancement from discrete particle-wake correlations in high-energy-density plasmas.

作者信息

Ellis I N, Strozzi D J, Mori W B, Li F, Graziani F R

机构信息

Lawrence Livermore National Laboratory, Livermore, California 94550, USA.

Department of Physics and Astronomy, University of California, Los Angeles, California 90095, USA.

出版信息

Phys Rev E. 2021 Sep;104(3-2):035203. doi: 10.1103/PhysRevE.104.035203.

DOI:10.1103/PhysRevE.104.035203
PMID:34654072
Abstract

Three-dimensional (3D) simulations of electron beams propagating in high-energy-density plasmas using the quasistatic Particle-in-Cell (PIC) code QuickPIC demonstrate a significant increase in stopping power when beam electrons mutually interact via their wakes. Each beam electron excites a plasma wave wake of wavelength ∼2πc/ω_{pe}, where c is the speed of light and ω_{pe} is the background plasma frequency. We show that a discrete collection of electrons undergoes a beam-plasma-like instability caused by mutual particle-wake interactions that causes electrons to bunch in the beam, even for beam densities n_{b} for which fluid theory breaks down. This bunching enhances the beam's stopping power, which we call "correlated stopping," and the effect increases with the "correlation number" N_{b}≡n_{b}(c/ω_{pe})^{3}. For example, a beam of monoenergetic 9.7 MeV electrons with N_{b}=1/8, in a cold background plasma with n_{e}=10^{26}cm^{-3} (450 g cm^{-3} DT), has a stopping power of 2.28±0.04 times the single-electron value, which increases to 1220±5 for N_{b}=64. The beam also experiences transverse filamentation, which eventually limits the stopping enhancement.

摘要

使用准静态粒子模拟细胞(PIC)代码QuickPIC对在高能量密度等离子体中传播的电子束进行的三维(3D)模拟表明,当束电子通过其尾波相互作用时,阻止本领会显著增加。每个束电子激发一个波长约为2πc/ωpe的等离子体波尾波,其中c是光速,ωpe是背景等离子体频率。我们表明,即使对于流体理论失效的束密度nb,由相互的粒子-尾波相互作用引起的离散电子集合也会经历类似束-等离子体的不稳定性,这种相互作用会导致电子在束中聚束。这种聚束增强了束的阻止本领,我们称之为“相关阻止”,并且这种效应随着“相关数”Nb≡nb(c/ωpe)³的增加而增大。例如,在ne = 10²⁶cm⁻³(450 g cm⁻³ DT)的冷背景等离子体中,一束单能9.7 MeV电子,当Nb = 1/8时,其阻止本领是单电子值的2.28±0.04倍,当Nb = 64时,该值增加到1220±5。该束还会经历横向丝化,这最终会限制阻止增强。

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