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Optical System Layout  303












                                          Figure 13.10 The sum of the
                                          element power as a function of
                                          the choice of the objective focal
                                          length.




        material which is contained in subsequent chapters. In general, how-
        ever, a minimum  | | in this example would reduce the Petzval cur-
        vature of field, a minimum  |D | would reduce the cost of making
        the optics, and minimum  |D |,  |y |, or  |y  | would tend to
                                                        2
        reduce other aberrations, the choice being dependent upon which
        aberration one most desired to reduce.
          Assuming that we have chosen f o    4, the values of the lens powers
        and spacings would be determined as follows:

                f   4
                o
                    4   4   4   10   4 (4   4   4   10)
                f                                           1.8298
                e
                      4   4 (4   10)   4 (4   1) (4   1)
                     4 (10   4   1.8298)
               s                             1.4737
                1
                       (4   1.8298   4)
                      ( 1.4737)   4   1.8298
               s                                 2.6965
                2
                                4
                      ( 1.4737)   4   1.8298
                f                                0.9529
                r
                         (4   1.8298   4)

        13.4  The Simple Microscope or Magnifier
        A microscope is an optical system which presents to the eye an
        enlarged image of a near object. The image is enlarged in the sense
        that it subtends (from the eye) a greater angle than the object does
        when viewed at normal viewing distance. The “normal viewing distance”
        is conventionally considered to be about 10 in; this represents an average
        value for the distance at which most people see detail most clearly.
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