FIG. 55.—Newton’s Telescope.
]
The next arrangement is one which Mr. Grubb has recently rescued from
obscurity, and it is called the Cassegrainian form. It will be seen on
referring to that, Fig. 56, if the small mirror, C, were removed, the
rays from the mirror A B would come to a focus at F.
In the Gregorian construction a concave reflector was used outside that
focus (at C, Fig. 54), but Cassegrain suggested that if, instead of
using a concave reflector outside the focus, a reflector with a convex
surface were placed inside it, we should arrive at very nearly the same
result, provided we retain the hole in the large mirror. The converging
rays from A B will fall on the convex surface of the mirror C, which is
of such a curvature and at such a distance from F, the focus of the
large mirror, that the rays are rendered less converging, and do not
come to a focus until they reach D, where an image is formed ready to be
viewed by the eyepiece E. It appears from this, that the convex mirror
is in this case acting somewhat in the same manner as the concave lens
does in the Galilean telescope.
[Illustration:
FIG. 56.—Reflecting Telescope (Cassegrain).
]
[Illustration:
FIG. 57.—Front View Telescope (Herschel).
]
Then, lastly, we have the suggestion which Sir William Herschel soon
turned into more than a suggestion. The mirror M in this arrangement is
placed at the bottom of the tube as in the other forms, but, instead of
being placed flat on the bottom it is slightly tipped, so that if the
eyepiece is placed at the edge of the extremity of the tube all parallel
rays falling on the mirror are reflected to the side of the tube at the
top where the eyepiece is, instead of being reflected to a convex or
other mirror in the middle.
This is called the front view telescope, and it enabled Sir William
Herschel to make his discoveries with the forty-feet reflector. With
small telescopes this form could not be adopted, as the observer’s head
would cover some part of the tube and obstruct the light, but with large
telescopes the amount of light stopped by the head is small in
proportion to what would be lost by using a small mirror.
These are in the main the four methods of arranging reflecting
telescopes—the Gregorian, the Cassegrainian, the Newtonian, and the
Herschelian.
In order to make large reflectors perfect—large telescopes of short
focus, because that is one of the requirements of the modern
astronomer—we have to battle against spherical aberration.
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account