Exercises
This quiz assesses essential dimensional metrology skills used in mechanical manufacturing and industrial inspection. Topics include calipers, micrometers, limit gauges, gauge blocks, comparators, calibration, measurement error, thermal expansion, surface plates, accuracy, precision, and uncertainty. The questions combine practical instrument selection, visual interpretation, calculations, and quality-control principles.
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The smaller upper jaws contact the inside surfaces of a hole, slot, or recess. External dimensions use the larger lower jaws, while depth is measured with the depth rod.
Resolution equals screw advance divided by the number of thimble divisions: 0.5 mm ÷ 50 = 0.01 mm.
The close grouping indicates high precision, but its distance from the true value indicates low accuracy. A systematic error may be present.
A positive zero error makes every displayed result 0.04 mm too large. The corrected value is 12.36 − 0.04 = 12.32 mm.
An acceptable hole allows the GO end to pass fully but prevents the NO-GO end from entering. This verifies that the hole lies between its lower and upper size limits.
Calibration compares an instrument's indications with known, traceable standards to determine error and uncertainty. It does not automatically adjust the instrument or eliminate all uncertainty.
Wringing makes extremely flat gauge-block faces adhere through molecular attraction and the effects of a very thin surface film. Properly wrung blocks provide an accurate combined reference length.
A comparator is first set using a master or known standard. It then indicates how much the inspected component differs from that reference rather than usually giving an absolute dimension.
Using ΔL = αLΔT gives 12 × 10⁻⁶ × 100 mm × 20°C = 0.024 mm. Temperature control is therefore important in precision metrology.
A surface plate provides a highly flat reference plane from which heights, flatness, parallelism, and other dimensional characteristics can be inspected.
Independent standard uncertainties combine as √(0.003² + 0.004²), which equals 0.005 mm. Simply adding them would overstate the combined standard uncertainty.

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