论文标题
现场排放:支持一种新方法的计算,将理论与实验进行比较
Field emission: calculations supporting a new methodology of comparing theory with experiment
论文作者
论文摘要
本文提出了一种新的方法,用于比较场电子发射理论(FE)和实验,并旨在作为“概念的演示”。该方法基于指数kappa的值,该指数kappa描述了在数学方程式的指数前提出的电压,该数学方程式描述了(对于电子理想的Fe系统)测得的发射电流对测量电压的依赖性。目的是使用实验指数价值kappa^expt来决定在两种替代FE理论之间做出决定,因为这两种理论都已经建立了Kappa的范围。目前,关于概念发射区域的电压依赖性对“总理论kappa”做出的贡献的信息有限:本文报告了旨在增加我们对此知识的模拟,对于发射器顶点的四种常见假定的形状。然后将该方法应用于1928/29 Fowler-Nordheim(FN)FE理论和1956年Murphy-Good(MG)FE理论之间的选择(从理论上讲,1956 mg Fe理论是比1928/29 FN FE理论的“更好的物理学”)。就像以前所有通过基于实验的论点达到已知正确理论结论的尝试一样,新方法的结果倾向于偏爱mg fe理论,但在讨论的这一阶段正式优柔寡断。似乎迫切需要更好地测量Kappa^expt并建立可靠的实验误差限制。
This paper presents a new methodology for making comparisons between the theory of field electron emission (FE) and experiment, and is intended as a "demonstration of concept". This methodology is based on the value of the exponent kappa that describes the power to which voltage is raised in the pre-exponential of a mathematical equation that describes (for an electronically ideal FE system) the dependence of measured emission current on measured voltage. The aim is to use experimental exponent-values kappa^expt in an attempt to decide between two alternative FE theories, for both of which allowable (but different) ranges of kappa have been established. At present, there is limited information on what contribution to the "total theoretical kappa" is made by the voltage-dependence of the notional emission area: this paper reports simulations intended to add to our knowledge about this, for four common assumed shapes of an emitter apex. The methodology is then applied to the choice between 1928/29 Fowler-Nordheim (FN) FE theory and 1956 Murphy-Good (MG) FE theory (which is a situation where it is theoretically certain that 1956 MG FE theory is "better physics" than 1928/29 FN FE theory). Like all previous attempts to reach the known correct theoretical conclusion by experimentally based argument, the outcome of the new methodology tends to favour MG FE theory, but is formally indecisive at this stage of discussion. There seems an urgent need for better methods of measuring kappa^expt and of establishing reliable experimental error limits.