JODAS, © 2001-2006
Catadioptric
One Mirror
Schmidt Camera
Macsutov Camera
Houghton Camera
Two Mirror

See also:

Telescopes

Refractors
Reflectors

Houghton Camera

Introduction
In 1944, Houghton suggested a new type of full-aperture corrector for spherical mirrors as an alternative to the hard-to-make Schmidt corrector. These corrector consist of a combination of two or three positive and negative spherical lens that can be considered afocal (i.e., having no optical power) and achromatic. They are over-corrected for spherical aberration in order to compensate for that of the mirror. One special advantage of the Houghton corrector is that its spherical aberration depends on the spacing between the lenses. This means that a residual spherical aberration in the assembled system can be corrected by decreasing or increasing the spacing between the lenses. Houghton pointed out the possibility of using a single type of glass for all of the lenses.

Optical Schema: Ray Tracing Optical Schema: Telescope Specifications


Design and Optimization
For the Houghton camera the mirror is always spherical. The design of a Houghton camera is similar to that for the Schmidt and Wright cameras. Spherical aberration and coma can be corrected for every given position of the corrector. Astigmatism can only be corrected when the corrector is near the center of curvature of the primary.

Optimizing a systems such as the Houghton is more difficult than optimizing a Schmidt or Maksutov system because there are more degrees of freedom. MODAS start with automatically fit of the optimal bending factor, and the correspond radii of curvature of both lenses in pairs at the same rate. The distance between the lenses is another free parameter to test for its effect, but such changes should be made systematically (only when color aberration cannot be suppressed sufficiently with lenses made of the same glass, should the designer resort latter in surface editor, to two different glasses with the same design index but different dispersion). Spherical aberration must be eliminated. Unless the axial spot diagram is smaller than the Airy disk, the system will never have value as an astronomical telescope.

Applet Tag: Note: Relation between index number and color:
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