Matrix decomposition and equivalent transformation of misaligned optical systems

Zhang Tingrong; L&#252; Baida

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LASER TECHNOLOGY > 2002 > 26(6): 428-431.

Zhang Tingrong, Lü Baida. Matrix decomposition and equivalent transformation of misaligned optical systems[J]. LASER TECHNOLOGY, 2002, 26(6): 428-431.

Citation:

Zhang Tingrong, Lü Baida. Matrix decomposition and equivalent transformation of misaligned optical systems[J]. LASER TECHNOLOGY, 2002, 26(6): 428-431.

Citation:

Zhang Tingrong, Lü Baida. Matrix decomposition and equivalent transformation of misaligned optical systems[J]. LASER TECHNOLOGY, 2002, 26(6): 428-431.

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Matrix decomposition and equivalent transformation of misaligned optical systems

Zhang Tingrong^1,2,
Lü Baida²

1.
Department of Physics, Sichuan Normal University, Chengdu, 610066;
2.
Institute of Laser Physics and Chemistry, Sichuan University, Chengdu, 610064

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Received Date: December 13, 2001
Revised Date: January 30, 2002
Published Date: November 24, 2002

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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.
- matrix optics,
- misaligned optical system,
- matrix decomposition

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References

[1]	Casperson L W. Appl Opt,1981,20(13):2243～2249.
[2]	Gerrad A,Burch J M. Introduction to matrix methods in optics. New York:John Willey and Sons,1975.
[3]	Tovor A A,Casperson L W. J O S A,1995,A12(7):1522～1533.
[4]	Tovor A A,Casperson L W. J O S A,1996,A13(1):90～96.
[5]	Tovor A A,Casperson L W. J O S A,1996,A13(11):2239～2246.
[6]	Tovor A A,Casperson L W. J O S A,1997,A14(4):882～893.

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