1. "Practical Tilted Mirror Systems," SPIE, Vol. 679, p. 12, 1986. ?g #4&z.
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2. "Vector Aberration Theory and the Design of Off-Axis Systems," SPIE, Vol. 554, p. 76, 1985. .f]2%utHB
3. "Aberrations of Optical Systems with Large Tilts and Decentrations," SPIE, Vol. 399, p. 272, 1983. 6 N.+
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4. Paraxial and Aberration Analysis of Off-Axial Optical Systems ~J,e^$u
Journal Optical Review .|9o`mF7
Publisher The Optical Society of Japan, co-published with Springer-Verlag GmbH >@NGX-gp
ISSN 1340-6000 (Print) 1349-9432 (Online) 8q#Be1u<s2
Subject Engineering and Physics and Astronomy {!rpE7P-
Issue Volume 12, Number 3 / May, 2005 vx8-~Oq{|;
DOI 10.1007/s10043-005-0219-3 a)G T\1q
Pages 219-222 gXI8$W>
SpringerLink Date Friday, June 03, 2005 >,. x'{
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5. Optimization of an unobscured optical system using vector aberration theory j9Y'HU5"
SPIE Proceedings. Volume 679, 1986, p. 21-24. {] CO;5:
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6.Vector aberration theory on a spreadsheet: analysis of tilted and decentered systems T1Y_Jf*KJ
Proc. SPIE Vol. 1752, p. 184-195, Current Developments in Optical Design and Optical Engineering II, Robert E. Fischer; Warren J. Smith; Eds. woCFkO;'O
H]/! J]
7. Kevin Thompson.Practical methods for the optical design of systems without symmetry.SPIE,1996,2774:2～7 P1f@?R&t+
5L8 )w5
8.Rogers J R. Design techniques for systems containing tilted components. SPIE,1999,3737:286～300 A #P]| i
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9. Figoski J W. Aberration characteristics of nonsymmetric systems. SPIE,1985,554: 104～111
