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OPTI 201R 10 L24

# OPTI 201R 10 L24 - 24-1 7.5.2 Gaussian Reduction of Three...

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OPTI 201R Fall 2010 24-1 7.5.2 Gaussian Reduction of Three Thick Lenses Figure 7.13 (a) Cooke triplet, sometimes called a Taylor triplet (after the optical designer who invented it) (b) Reduced equivalent lens.

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OPTI 201R Fall 2010 24-2 Figure 7.14 Triplet surfaces and corresponding principal planes. Figure 7.15 Equivalent optical powers of each lens of the triplet with the Corresponding separations between the principal planes.
OPTI 201R Fall 2010 24-3 Figure 7.16 Principal plane location of lenses a and b combined, Separated from principal planes of lens c of triplet. Figure 7.17 Equivalent lens layout. Figure 7.18 The image space (n Nodal points are not at the principal points: for the case shown n ! 5 *6

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OPTI 201R Fall 2010 24-4 “The Equations:” 2 , 1 , 2 , 1 , a a a a a a a n t ! " # \$ % (7.34) 2 , 1 , 2 , 1 , b b b b b b b n t " # \$ % (7.35) 2 , 1 , 2 , 1 , c c c c c c c n t " # \$ % (7.36) a a a a a a a a a a n t n t 1 , 2 , ; # % % (7.37) b b b b b b b b b b n t n t 1 , 2 , ; # % % (7.38) c c c c c c c c c c n t n t 1
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OPTI 201R 10 L24 - 24-1 7.5.2 Gaussian Reduction of Three...

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