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Multi-dimensional effects in space-charge-limited emission: animproved voltage-current relation for parallel plate geometry

机译:空间电荷受限发射的多维效应:改善了平行板几何形状的电压-电流关系

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Summary form only given. Previous analysis (Luginsland, Yau,Gilgenbach, Phy. Rev. Lett., vol. 77, no. 2, p. 4668) ofspace-charge-limited emission in simple two-dimensional parallel plategeometry indicated that the current-voltage relationship in thisgeometry was not well approximated in all cases by the simpleone-dimensional Child-Langmuir Law. This previous analysis usedparticle-in-cell code calculations to determine the limiting current fora given voltage and given beam width. This analysis assumed that thebeam current density was uniform. A new analysis, based upon numericalsolution of the Poisson equation, makes no assumption about the currentdensity, but leaves the current density distribution as an unknownfunction to be determined. The numerical approach that has beendeveloped to simultaneously determine the electrostatic potential andthe beam current density will be described. The numerical method is usedto generate a current-voltage relationship for the two-dimensionalparallel plate geometry. These results are compared againstparticle-in-cell code calculations based upon two different approachesto modeling space-charge-limited emission
机译:仅提供摘要表格。先前的分析(Luginsland,Yau, 吉尔根巴赫(Phil。Gilgenbach) Rev. Lett。,第一卷77号2,第4668)的 简单二维平行板中空间电荷受限的发射 几何形状表明在此电流-电压关系 简单情况下,并非在所有情况下都能很好地近似几何形状 一维Child-Langmuir定律。先前使用的分析 单元格内粒子代码计算以确定极限电流 给定的电压和给定的电子束宽度。该分析假设 束电流密度是均匀的。基于数值的新分析 泊松方程的解,不假设当前 密度,但当前密度分布为未知 功能待定。一直以来的数值方法 可以同时测定静电势和 将描述束电流密度。使用数值方法 为二维产生电流-电压关系 平行板的几何形状。将这些结果与 基于两种不同方法的单元格内粒子代码计算 模拟空间电荷受限的发射

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