H
Henry Kolesnik
Guest
"Man with one watch knows exact time, man with two, not sure." Confucius
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73
Hank WD5JFR
"Barry Jones" <bjones01@acm.org> wrote in message
news:426173b4$0$24300$8f2e0ebb@news.shared-secrets.com...
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73
Hank WD5JFR
"Barry Jones" <bjones01@acm.org> wrote in message
news:426173b4$0$24300$8f2e0ebb@news.shared-secrets.com...
Henry Kolesnik wrote:
I too like to have accurate things to confirm something to the nth
degree.
I'm still hoping that someone will come up with a trick to verify a
precison resistor with stuff you already may have as you initially asked.
But by the looks of it, it can't be done.
You really have to have *something* you trust to start with. Two
somethings makes it even easier.
I was thinking about finding *something*, and it seems to me, at least
theoretically, that you could make a large set of resistors (or other
things) of a given precision into a smaller set of resistors (or other
things) with higher precision.
For example, suppose you have 100 1 M resistors with a precision of 1%. If
you connect them all in parallel, you'd have an equivalent 10K resistor,
but it's standard deviation will have decreased by a factor of sqrt(100).
This is from the definition of Sample Normal Distribution. Assuming the 1
M resistors had a mean of 1 M, and a somewhat normal error distribution
(it doesn't even have to be very close to normal), this should increase
the precision by a factor of 10. What say you to the analysis?
Of course there may be other errors introduced in trying to connect 100
resistors in parallel. Details, details.
Now if I could just invent perpetual motion . . .
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Barry
Heisenberg may have slept here.