RECENT ADVANCES IN BEAM TRANSFORMATION OPTICS PART Ⅱ MATRIX OPTICAL METHODSAND LIE ALGEBRAIC THEORY
-
摘要: 在本文的这部分中,将矩阵光学方法和李代数理论用于分析非轴对称光学系统和光学列阵等对光束的变换,以及色散高斯脉冲的传输等问题。引入了一些新方法和有用的工具,如广义ABCD定律、李方法等,并举典型例说明其应用。Abstract: In part n of this monosraph, the matrix optical methods and Lie algebraic theory are used for analyzing beam transformation and propagation through optical systems, including axis -asymmetric systems and optical arrays, as well as dispersive Gaussian pulse propagation. Some novel methods and useful tools, such as the generalized ABCD law and Lie methods are introduced and illustrated with typical application examples.
-
点击查看大图
计量
- 文章访问数: 6
- HTML全文浏览量: 2
- PDF下载量: 0
- 被引次数: 0
下载:
