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Re: [ATM] fringe testing a convex and concave surface together.
A fringe analysis program can remove a few fringes of
curvature for you, obviating the need for collimated light
and a distant viewing position (or other method to
reduce the effect of a close-by point source/detector).
The amount of perspective-induced curvature in a
contact Fizeau interferometer is proportional to the
spacing between the surfaces. If you are brave enough
to directly contact the surfaces then there is usually no
need for a fancy viewing setup. If you try this, never slide
the surfaces over each other. Bad things will eventually
happen.
-- Dave
In a message dated 8/4/2005 4:19:12 P.M. Pacific Daylight Time,
mdholm@telerama.com writes:
Mike Lockwood wrote:
> Additionally, fringes should be viewed from a distance of at least 10
> times the diameter of the pieces away from them in order to get an
> accuracy of 1/10 wave. Typically I try to photograph the fringes with
> my digital camera from about twice this distance away.
Not personal experience here, but reading things in S&T and the late ATM
Journal. Isn't the preferred method to use collimated light? A fellow
writing in ATMJ (the very last issue, if I remember correctly) mounted a
Newtonian upside down and used a beam splitter at the eyepiece end so
the scope acted as both a collimator and decollimator. He was also
using the water flat method. As I recall the S&T article from even
longer ago, the author suggested using a Fresnel lens with a simple beam
splitter to collimate. I don't know if he viewed at a distance or used
the Fresnel lens as a decollimator as well. Evidently, the optical
perfection of the collimator/decollimator can be pretty awful without
messing up the test. The only hitch I remember is that he recommended a
fairly high f-ratio Fresnel lens. Most of the ones on the surplus
market are out of overhead projectors, and have fairly low f-ratio.
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