新型带电粒子反射镜能量分析仪电子光学方案的计算

IF 0.3 Q4 PHYSICS, MULTIDISCIPLINARY
Zh.T. Kambarova, A. Saulebekov, K. Kopbalina
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引用次数: 0

摘要

进一步研究由圆柱镜和圆形多极子场合成的静电多极-圆柱场的电子光学性质。电子能谱方法的实施是建立在使用复杂设备的基础上的,其中一个主要元素是低能和中能电子能量分析仪。将多极方法应用于偏转场的合成,可以开发出有效的带电粒子束能量分析方法。本文提出了一种基于静电轴对称八极柱场的新型带电粒子束镜面能量分析仪的电子光学方案。将基本圆柱场与圆形八极子叠加构成轴对称八极子-圆柱场。当电场增加时,八极的中心圆与对数场的零等势相结合。带电粒子在静电八极-圆柱场中的运动。导出了带电粒子在静电八圆柱场中运动的积分微分方程。将积分微分形式的粒子运动方程展开成分数次级数的方法,进行了八极柱场能量分析仪的轨迹计算。该级数的系数以解析形式表示运动轨迹,可用于进一步研究八极柱场的电子光学特性。基于八极柱形场,可以建立高亮度能量分析仪,以确定空间等离子体中能量从单位eV到数十keV的带电粒子束的组成。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Calculation of the electron-optical scheme of a new type mirror energy analyzer of charged particles
Further studies of the electron-optical properties of electrostatic multipole-cylindrical fields, synthesized from the fields of a cylindrical mirror and circular multipoles, are continued in the work. The implementation of electron spectroscopy methods is based on the use of complex equipment, one of the main elements of which is an electron energy analyzer of low and medium energies. Application of the multipole approach to the synthesis of deflecting fields makes it possible to develop effective methods for energy analysis of charged particle beams. The electron-optical scheme of new type mirror energy analyzer of charged particle beams based on an electrostatic axially symmetric octupole-cylindrical field is proposed in the work. An axially symmetric octupole-cylindrical field is constructed as a superposition of a basic cylindrical field and a circular octupole. When the fields were added, the central circle of the octupole was combined with the zero equipotential of the logarithmic field. The motion of charged particles in the electrostatic octupole-cylindrical field. An integrodifferential equation for the motion of charged particles in an electrostatic octupolecylindrical field is derived. Calculation of trajectories in an energy analyzer with an octupole-cylindrical field was performed on the basis of the method of expansion into a fractional-power series of the particle motion equation presented in the integrodifferential form. Coefficients of the series, representing the trajectory of motion in an analytical form, accessible for further studies of the electron-optical characteristics of the octupole-cylindrical field, are obtained. Based on an octupole-cylindrical field, high luminosity energy analyzers can be built to determine the composition of charged particle beams with energies from units of eV to tens of keV in space plasma.
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