| 变换矩阵的两类分解方式和等效性问题 |
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| 引用本文： | 吕百达,季小玲. 变换矩阵的两类分解方式和等效性问题[J]. 应用激光, 1992, 0(2) |
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| 作者姓名： | 吕百达 季小玲 |
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| 作者单位： | 四川大学光电科学技术系，重庆师范学院物理系 610064 |
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| 摘 要： | 详细讨论了由Gasperson_(1)和Arsenaulf_(2)分别提出的变换矩阵M分解的一些问题。证明:(1)文献〔幻中光学系统的焦面表示法与 C 0时 CasPeroon的一种矩阵分解法等效,(2)对 PCM,可通过引人它的等效变换矩阵M_(PCM,II)来进行矩阵分解。
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| 关 键 词： | 变换矩阵的分解 类透镜介质 相位共轭镜 |
Two Types for Factorizing the Transfer Matrix and Their Equivalence |
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| Lu Baida,Ji Xiaoling. Two Types for Factorizing the Transfer Matrix and Their Equivalence[J]. Applied Laser, 1992, 0(2) |
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| Authors: | Lu Baida Ji Xiaoling |
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| Affiliation: | Lu Baida,Ji Xiaoling Department of Opto-Electronic Science & Technology,Sichuan University Department of Physics,Chongqing Normal Institute |
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| Abstract: | The problems about factorization of the transfer matrix presented by Caspersonand Arsenaulf respectively, are discussed in detail. It has been shown that(1) the focal-plane representation of optical systems in[2] is equivalent to one of Casperson's factorizationsunder the condition that C?0; (2) for the phase-conjugate mirror (PCM), the matrix factorizati-on can be perf ormed by introducing its equivalent transfer matrix _(PCM,II.) |
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| Keywords: | Factorization of the transfer matrix linslike medium phase conjugate mirror |
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