失调光学系统的矩阵分解与等效变换
Matrix decomposition and equivalent transformation of misaligned optical systems
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摘要: 在傍轴近似下,采用矩阵光学方法详细研究了失调光学系统变换矩阵的分解与等效变换问题。研究表明,任何用3×3ABCDEF增广矩阵表示的失调系统的变换矩阵可以分解为3个基本矩阵^α,^β,^δ的有序乘积。Abstract: Within the framework of the paraxial approximation the matrix decomposition and equivalent transformation of misaligned optical systems are studied in detail based on matrix method in optics.It has been shown that any 3×3 ABCDEF augmented matrix,which describes a misalighed optical system,can be represented by an ordered product of basic matrices of ^α,^β and ^δ types.
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