In the case of specula, however, there is more to be done; and it is in
this polishing of specula that the curve is altered from a circle to a
parabola by using a certain length of stroke, size of polisher,
consistency of pitch, and numbers of other smaller matters, the proper
proportionment of which constitutes the practical skill of the optician,
and it is in accomplishing this that the finest niceties of manipulation
come into play, and the utmost patience is required. 1,170 hours were
occupied in the grinding and polishing of the four-feet Melbourne
speculum. This was equivalent to 2,050,000 strokes of the machine at 33
per minute for rough and 24 for fine grinding. Dr. Robinson, in his
description of the grinding operations, states that at the edge of one
of the four-feet specula the distance of its parabola from the circle
was only 0·000106˝.
In the early times of specula the polishing was invariably done by hand,
a handle being cemented by pitch to the back of the speculum to work it
with. Mudge tells us that at first, when the mirror was rough from the
emery grinding, it was worked round and round on the pitch, which was
supplied with rouge and water and cut by channels into small squares,
carrying the edge but little over the polisher, an occasional cross
stroke being made. The effect of this was to press the pitch towards the
centre where the polish always commenced, and gradually spread to the
circumference. As soon as the polishing was complete the speculum was
worked by short straight strokes across the centre, tending to bring it
back to a sphere; then the circular strokes were recommenced to restore
the paraboloid form: these were continued for a short time only,
otherwise it would pass the proper curve and require reworking with
straight strokes again. By this method some small mirrors of first-class
definition were constructed.
When Sir W. Herschel began his labours he constructed a machine for
working the speculum over the polisher; the polisher was a little larger
than the mirror, the proportion given by him from a number of trials
being 1·06 to 1.
Public-domain text, read in full here on John Shaqi.
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