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ATM [Hist.][Long] Schmidt corrector plates in old televisions/Slumping Schmidt correctors
Hi,
I came across a reference that mentioned Polaroid Corp. making
Schmidt corrector plates for television sets in the post-WWII years.
Does anyone know anything about this? I'm curious about how
they made them (perhaps the profile did not need to be that
accurate) and whether or not one could be used for ATMing.
The diagram I saw seemed to indicate that the image was project
from the RoC of a spherical mirror back to the mirror, from which it
was reflected through the plate to the screen. I assumed that this
involved both a relatively small plate diameter as well as a short
focal length mirror. Yet the sizes might be useful for an ATMer.
Also, in poking around for non-vacuum methods for figuring a
Schmidt profile, I came across a discussion of the work of a
gentleman named Edgar Derry Tillyer at
http://www.geocities.com/Heartland/Flats/3808/page5.html
Quoting in full from that page :
"Doc worked on a lens system that was part of a secret military
optical device during the War. These secret devices required one
of the "Schmidt Corrective Plates." The plate was to be used with a
circular lens with multiple curves used in high speed astronomical
photography209 and for night viewing instruments. Wider angles
than any others in use at that time were required.210 Before World
War II there was less that 50 such corrective plates in the world.
During the war, there became a very real need for many more.
The methods to produce the corrector plates, however, were
slow, exacting and difficult. It was a tedious hand process that
took weeks and even months for a skilled operator to grind and
polish one of these plates.
The United States government requested that the AO assign Doc to
the problem. Doc was asked to find a method to mass produce
something that defied mass production. The war effort depended
on it. The plate was discovered in Germany, one of the greatest
optical centers of the world, and they were rushing to find a
solution to this problem at that very time. They were actually
working on it on a twenty-four-hour basis.
Doc studied the difficulty with the Schmidt Corrective Plate
production methods. He soon saw through the problem and
developed a process, called the Green Block process, to produce
the corrective plates in a few hours instead of days as before. He
did it by heating sheets of ground, polished optical glass until it
dropped or "sagged" onto a refractory mold that had been
previously ground to the desired shape. This allowed the
circular, wavelike Schmidt curves to be imparted to one side of the
lens. This mold had a surface that could only be expressed by a
very complicated mathematical equation. The other side was later
reground in the traditional manner and polished.
The Germans were right on Doc's tail but could not get past the
hurdle of distortion and sticking. Doc solved this problem by putting
a kyanite 211 clay and other ingredients against each other in
molds.212
Louis ROWE was the chief mathematician at the Research
Laboratory. He had become associated with Doc during the
development of the "Green Block" process and said that he was
amazed at Doc's grasp of these mathematical concepts and
equations and his practical, simple methods to perform complex
tasks.213
It was called the Green Block because it was a green colored
mold.214 "
Later on that page :
"Once the war was over, it became apparent that the discoveries
made during the war, could be used to better civilian life. Doc's
revolutionary Green Block heat molding process used for the
Schmidt plate molding was used in the postwar period for the
manufacture of telescopes and large television sets. It was also
used in a device which was used to detect stomach cancers.218
The telescope at Palomar Observatory, in San Diego County,
California, has a mirror 72 inches in diameter with a 48-inch
diameter corrector plate made using Doc's Green Block process
and was designed by Dr. GLANCY.219 220 "
(The numbers are bibliographic references)
Anyway, has anyone tried slumping a complex profile such as
this? I would think it would be a bear to get control of ...
Regards,
Matt Considine