非对称光学系统的矩阵分解与等效变换
Matrix decomposition and equivalent transformation of nonsymmetrical optical systems
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摘要: 使用矩阵光学方法研究了非对称光学系统的矩阵分解和等效变换。将Arsenault提出的分解方法推广应用于分块矩阵行列式为零的4×4矩阵的分解，并以用于光束对称化的光学系统为例说明该方法的应用。Abstract: The matrix decomposition and equivalent transformation of nonsymmetrical optical systems are studied by using matrix method in optics. The method introduced by Arsenault is extended to decomposing a 4×4 matrix, the determinant of the corresponding block matrix is zero.The decomposition of symmetrization optical systems is performed to illustrate the application of the method.
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