|
Contribution
|
Distribution
|
Uncertainty
|
Standard Deviation
|
Notes
|
| Electrostatic voltmeter accuracy |
Rectangular
|
±1%
|
= 1/ %
|
From manufacturer's datasheet or calibration report |
| Accuracy of simulator voltage setting |
Rectangular
|
10 V or ±0.25%
at 2 kV
|
= 0.25/ %
|
May be significant at lowvoltages |
| Measurement repeatability |
Standard deviation
|
11.6 V or 0.58%
|
0.58%
|
Calculated from a series of 10 tests |
| Current source accuracy |
Rectangular
|
±0.1%
|
=0.1/ %
|
From external multimetermanufacturer's data sheet |
| Oscilloscope vertical accuracy |
Rectangular
|
±1%
|
= 1/ %
|
From manufacturer's data sheet or calibration report; measurement made near full scale |
| Dc amplitude repeatability |
Standarddeviation
|
0.21%
|
0.21%
|
Calculated from a series of 10 tests |
| Measurement systemrise time |
Rectangular
|
+0, 1.0%
|
=0.5/ %
|
From Table VII, 1% is chosenmto bracket the 0.75% loss |
| Peak current |
Standarddeviation
|
2.16%
|
2.16%
|
Calculated from a series of 100 tests |
| Combined uncertainty, uc(y) |
Normal
|
2.41%
|
2.41%
|
Combining the standard deviation values above |
| Expanded uncertainty |
Normal
|
4.82% =2.00x2.41
|
N/A
|
Since uc(y)/s(q)=1.11, must calculate veff ; veff = 94 so k=2 from Table I |
| Table VIII. Example of peak-current uncertainty calculation. | ||||