Carll68
Critical Thinker
- Joined
- Jan 16, 2009
- Messages
- 324
That is classic.....you know much more than most on this subject TFK and your understanding of those principles once again shows what an outright sham femr is.

LMAO,
Talk about going blind with layers of irrelevant crap...
This is simple.
The input of this calculation is the vertical motion of the moire pattern (in pixels) & the output is the horizontal movement of the building (in feet).
NIST gives a conversion from vertical motion of the moire pattern to horizontal motion of the building in pixels. (100 ±10 vertical moire pixel movement / 1 horizontal pixel movement of the building).
NIST gives a conversion factor for horizontal movement in pixels to horizontal movement in feet. (1.09 ±.02 feet / pixel)
The final conversion factor (input in vertical pixels & output in horizontal feet) is calculated by simply multiplying these two numbers together, and treating the errors appropriately.
minimum:
(1.07 ft / h pix) x (1 h pix / 110 v pix ) = .0097 ft / v pix = 0.97 ft / 100 v pix
maximum
(1.11 ft / h pix) x (1 h pix / 90 v pix) = 0.012 ft / v pix = 1.23 ft / 100 v pix.
Combining the two for the mean: (0.97 + 1.23) / 2 = 1.10 horizontal feet / 100 vertical pixel movement.
Figuring the error => 1.23 - 1.10 = 0.13
Result: 1.10 ± 0.13 horizontal feet / 100 vertical moire pattern pixel motion.
NIST rounds off to 1.1 ± 0.1 horizontal feet / 100 vertical pixel movement.
All of the above are simply conversion factors, with their errors, which translates vertical moire pattern movement into horizontal movement of the building in feet.
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Now, the germane point is that you claimed that you knew the horizontal resolution of NIST's data using just the above numbers.
You were wrong. And now you're blowing all kinds of smoke trying to cover it up.
In order to know the actual horizontal resolution of the technique, you ALSO need to know the vertical resolution of the moire pattern (in pixels). Which happens to be ±7 pixels.
When you multiply NIST's stated vertical pixel resolution by the vertical pix to horizontal feet conversion, you get NIST's horizontal resolution (in feet).
Ignoring any error on their ±7 pixel number gives
(±7 pixels) x (1.1 ± 0.1 horizontal foot / 100 vertical pixel) = ± 0.077 ± .007 ft = ± 0.92 ± .09 inches.
Since a resolution is a limit call out, good engineers (like NIST) would use the worst-case number (±(0.92" + 0.09") = ±1.1", which they rounded off to ±1".
This is exactly where they got the ±1" as the tolerance on the horizontal resolution.
The "± 7 pixel resolution" is the factor that you never mentioned. This is the factor that I gave you several opportunities to mention. This is the factor that I referred to when I explicitly told you that you were omitting one factor.
You erroneously just grabbed the ±10 pixels from the conversion factor & applied that.
Wrongo, buckeroo.
And now. let the dancing begin...
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BTW …
"… portray NIST thru rose-tinted spectacles …"??
LoL.
All the above is remedial error analysis. It's taught to all freshman level engineering & science students. It works for NASA. It works for Toyota. It works for Raytheon. It works for ALL engineers.
And it works for NIST.
Doing accurate error analyses does not portray NIST thru rose colored glasses. It portrays them as competent engineers.
Your inability to understand or appreciate (much less perform) a trivial error analysis portrays your analytic, math & engineering skills in a much, much less complimentary light. (How's that for "delicately put"?)
LoL. Yeah, I didn't think you could do a simple error band calculation.
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Now, I've got more important things to do today than to get wrapped up in a discussion with your smoke-blowing, bloviating, mendacious kiester.
But before I go ...
Gee femr, you REALLY shouldn't have to have something this simple explained to you ...
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