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Dimensional Measurement using Vision Systems - NPL Publications ...

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<strong>Measurement</strong> Good Practice Guide No. 39<br />

Figure 30: Array of spots used to determine image distortions and magnification errors.<br />

7.6 SOURCES OF MEASUREMENT UNCERTAINTY<br />

If a vision system is being used as a comparator, then detailing the sources of uncertainty<br />

is straightforward. If the system is used for measurement, relying on the pixel calibration,<br />

then a little more work is required. The following two examples, which involve the<br />

measurement of dark features against a bright background, illustrate these two<br />

measurement approaches. It should be noted that vision systems are not restricted to just<br />

performing simple measurements on images of this kind alone, but can of course deal with<br />

images with far more complex features. The simple nature of the examples that follow is<br />

purely to give clarity to the analysis of the sources of uncertainty.<br />

Firstly, let us consider a vision system used as a comparator to measure the diameters of a<br />

series of spots, ranging in size from 3-48 µm. The calibration standard is an identical series<br />

of spots, the diameters of which have been calibrated and are traceable to the national<br />

standard of length. The spots were measured <strong>using</strong> a Leitz Ergolux AMC microscope with<br />

a 100x objective, a 1024x1024 square pixel Pulnix digital camera and a Leica QM550 CW<br />

image analyser. As this is a comparative measurement, the detection threshold is set at<br />

50% of the camera grey scale.<br />

Before each unknown spot is measured, the vision system must be used to measure the<br />

calibration standard. This calibration gives the measurement its traceability. The same<br />

software routine is used for both the known (calibration standard) and unknown (test)<br />

spots with each spot measured three times in the same position in the image. This means<br />

that any errors, perhaps due to the effects of distortions or magnification, will be seen in<br />

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