Stopwatch and Timer Calibrations - National Institute of Standards ...
Stopwatch and Timer Calibrations - National Institute of Standards ...
Stopwatch and Timer Calibrations - National Institute of Standards ...
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<strong>Stopwatch</strong> <strong>and</strong> <strong>Timer</strong> <strong>Calibrations</strong><br />
distribution. A rectangular distribution is also used for analog timers, since these<br />
devices move in discrete steps from one fraction <strong>of</strong> a second to the next.<br />
6.B.5 Method <strong>of</strong> Evaluation<br />
Since the sources <strong>of</strong> uncertainty in this calibration are different types, such<br />
as the absolute accuracy specification for reaction time, the relative accuracy<br />
specification for the frequency source, <strong>and</strong> an absolute specification <strong>of</strong> 1 count<br />
for the counter, it is necessary to define the calibration conditions <strong>and</strong> convert all<br />
specifications to a common format.<br />
The uncertainty example in Table 11 assumes that the synthesized signal generator<br />
can produce a 1 kHz signal with an uncertainty <strong>of</strong> 1 10 -8 or less. The stopwatch<br />
is compared to the counter for 3 hours (10 800 s). The stopwatch is started <strong>and</strong><br />
stopped with one h<strong>and</strong>, <strong>and</strong> the counter is started <strong>and</strong> stopped with the other. The<br />
stopwatch is digital <strong>and</strong> the resolution is 0.01 s. As in the previous uncertainty<br />
example, all sources <strong>of</strong> uncertainty are combined by root sum <strong>of</strong> squares, <strong>and</strong><br />
uncertainties are rounded to the nearest millisecond.<br />
Source <strong>of</strong><br />
uncertainty<br />
Human reaction<br />
time bias<br />
Human reaction<br />
time st<strong>and</strong>ard<br />
deviation<br />
Synthesizer<br />
accuracy<br />
Totalize counter<br />
resolution<br />
½ DUT<br />
resolution<br />
Table 11 - Uncertainty analysis for totalize method.<br />
Magnitude,<br />
ms<br />
Method <strong>of</strong><br />
evaluation<br />
Distribution<br />
St<strong>and</strong>ard<br />
uncertainty, ms<br />
27 Type B Rectangular 16<br />
10 Type B<br />
Normal<br />
(k = 1)<br />
0 Type B Rectangular 0<br />
1 Type B Rectangular 1<br />
5 Type B Rectangular 3<br />
Combined uncertainty 19<br />
Exp<strong>and</strong>ed uncertainty (k = 2, representing approximately a 95 %<br />
level <strong>of</strong> confidence)<br />
38<br />
10<br />
46