成像系统均方根半径及调制传递函数的计算

张良忠;金伟其;周立伟

电子学报 ›› 2000, Vol. 28 ›› Issue (8) : 5-8.

PDF(118 KB)
PDF(118 KB)
电子学报 ›› 2000, Vol. 28 ›› Issue (8) : 5-8.
论文

成像系统均方根半径及调制传递函数的计算

  • 张良忠1, 金伟其2, 周立伟2
作者信息 +

Computation on Root Mean Square Radius and Modulation Transfer Function in Imaging Systems

  • ZHANG Liang-zhong1, JIN Wei-qi2, ZHOU Li-wei2
Author information +
文章历史 +

摘要

本文给出了逸出电子在最佳像面上落点的均方根半径值及直观图形表示;以实际管型为例,βeta分布取β1,8至β2,1,检验了均方根半径的变化状况,证明了理论分析的正确性;从数据上检验了均方根半径不仅可以表征系统鉴别率特性的好坏,而且和调制传递函数的优劣在像面上是一一对应的;证明了用指数形式表示系统的调制传递函数具有计算速度快、形式简洁、使用方便,并且在低频空间具有足够的精度.

Abstract

In the paper,the value of RMS radius and the visual picture of escape electron dropped spots in optimum image plane has been given.The present paper has offered data to prove that when the βeta distribution changes from β1,8 to β21,the RMS radius value increases gradually,corresponding with theoretic analysis.It has offered data to check that the RMS radius not only can characterize the system resolution properties,but also does it correspond with the electron optical modulation transfer function (MTF) in image plane,and proved that expressing the system MTF by exponential function will have the properties of fast computation speed,succinct expression,convenient usage,and have enough accuracy in low frequency space.

关键词

均方根半径 / 调制传递函数 / 成像系统 / βeta分布 / 数值计算

Key words

root mean square radius / modulation transfer function / imaging systems / βeta distribution / numerical computation

引用本文

导出引用
张良忠;金伟其;周立伟. 成像系统均方根半径及调制传递函数的计算[J]. 电子学报, 2000, 28(8): 5-8.
ZHANG Liang-zhong;JIN Wei-qi;ZHOU Li-wei. Computation on Root Mean Square Radius and Modulation Transfer Function in Imaging Systems[J]. Acta Electronica Sinica, 2000, 28(8): 5-8.
中图分类号: TN202   

基金

国家自然科学基金
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