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Re: [ATM] Cassegrain vs. Gregorian (secondary testing)



Maybe the following would be useful:

      #         R            t          G           D         conic

     OBJ     Infinity    406.9481                     10           0
     STO     Infinity   -1.271351                     83           0
       2     677.9661         9.1        SF5         100           0
       3     227.6867          17        BK7         100           0
       4     -303.306         0.1                    100           0
       5      303.306          17        BK7         100           0
       6    -227.6867         9.1        SF5         100           0
       7    -677.9661         0.1                    100           0
       8     605.9903        -0.1     MIRROR    84.56685   -2.344241
       9    -677.9661        -9.1        SF5         100           0
      10    -227.6867         -17        BK7         100           0
      11      303.306        -0.1                    100           0
      12     -303.306         -17        BK7         100           0
      13     227.6867        -9.1        SF5         100           0
      14     677.9661    1.271351                    100           0
      15     Infinity   -406.9481               84.65861           0
     IMA     Infinity                           10.45819           0


The two lenses are listed by ZEMAX as Rolyn Optics 22.0475, 100 mm
f/5 achromats.  The Rolyn website lists a 22.1475 or 20.1475.  The
net travel center to edge in the test is now only about 2-1/4 mm,
so that should be within the range of many micrometers.

I checked the delta with a mirror conic of -2.3.  It amounts to
about 80 nm profile difference at the edge of the mirror.  The
change in center to edge distance in the test is about 30
microns.  Reasonable?

I guess the greatest difficulty would be, given a pair of lenses,
accurately modelling the test setup.  Oh and the price... Rolyn
lists each lens at over a grand!!!!

P.S,: The Rolyn website is:

	http://www.rolyn.com

-- 

Rick S.

http://users.rcn.com/rflrs




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