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Homepage>BS Standards>17 METROLOGY AND MEASUREMENT. PHYSICAL PHENOMENA>17.040 Linear and angular measurements>17.040.30 Measuring instruments>BS EN ISO 15530-3:2011 Geometrical product specifications (GPS). Coordinate measuring machines (CMM). Technique for determining the uncertainty of measurement Use of calibrated workpieces or measurement standards
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BS EN ISO 15530-3:2011 Geometrical product specifications (GPS). Coordinate measuring machines (CMM). Technique for determining the uncertainty of measurement Use of calibrated workpieces or measurement standards

BS EN ISO 15530-3:2011

Geometrical product specifications (GPS). Coordinate measuring machines (CMM). Technique for determining the uncertainty of measurement Use of calibrated workpieces or measurement standards

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Standard number:BS EN ISO 15530-3:2011
Pages:30
Released:2011-10-31
ISBN:978 0 580 66729 9
Status:Standard
DESCRIPTION

BS EN ISO 15530-3:2011


This standard BS EN ISO 15530-3:2011 Geometrical product specifications (GPS). Coordinate measuring machines (CMM). Technique for determining the uncertainty of measurement is classified in these ICS categories:
  • 17.040.30 Measuring instruments
  • 17.040.40 Geometrical Product Specification (GPS)

This part of ISO 15530 specifies the evaluation of measurement uncertainty for results of measurements obtained by a CMM (coordinate measuring machine) and by using calibrated workpieces or measurement standards. It provides an experimental technique for simplifying the uncertainty evaluation of CMM measurements, whose approach (substitution measurements) leads to measurements being carried out in the same way as actual measurements, but with calibrated workpieces of similar dimension and geometry instead of the unknown workpieces to be measured.

Non-substitution measurements on CMMs are also covered, as are the requirements of the uncertainty evaluation procedure, the measurement equipment needed, and the reverification and interim check of the measurement uncertainty.

NOTE The evaluation of measurement uncertainty is always related to a specific measuring task.