MEASURAND : Central length of steel gauge blocks measured by interferometry according to ISO 3650
NOMINAL VALUES : 9 gauge blocks with nominal length Lk (k = 1 to 9) from 0.5 mm to 100 mm
Degrees of equivalence, Dik and expanded uncertainty Uik (k = 2), of each laboratory i with respect to the reference value for each gauge block k.
Click on the graph of your interest for a closer look.
L1 = 0.5 mm |
L2 = 1.01 mm |
L3 = 6 mm |
L4 = 7 mm |
L5 = 8 mm |
L6 = 15 mm |
L7 = 80 mm |
L8 = 90 mm |
L9 = 100 mm |
MEASURAND : Central length of tunsgten carbide gauge blocks measured by interferometry according to ISO 3650
NOMINAL VALUES : 9 gauge blocks with nominal length Lk (k = 1 to 9) from 0.5 mm to 100 mm
Degrees of equivalence, Dik and expanded uncertainty Uik (k = 2), of each laboratory i with respect to the reference value for each gauge block k.
Click on the graph of your interest for a closer look.
L1 = 0.5 mm L2 = 1 mm L3 = 1.01 mm L4 = 1.1 mm L5 = 6 mm L6 = 7 mm L7 = 8 mm L8 = 80 mm L9 = 100 mm
MEASURAND : Central length of steel gauge blocks measured by interferometry according to ISO 3650.
NOMINAL VALUES : 9 gauge blocks from 0.5 mm to 100 mm
Degrees of equivalence, Dik and expanded uncertainty Uik, for each nominal length Lk (k = 1 to 9).
MEASURAND : Central length of tungsten carbide gauge blocks measured by interferometry according to ISO 3650
NOMINAL VALUES : 9 gauge blocks from 0.5 mm to 100 mm
Degree of Equivalence, Dik and expanded uncertainty Uik, for each nominal length Lk (k = 1 to 9).
Metrology area, Sub-field | Length, Dimensional Metrology |
Description | Gauge blocks by interferometry |
Time of measurements | 1998 - 1999 |
Status | Approved for equivalence |
References | |
Measurand | Central length: 0.5 mm to 100 mm |
Transfer device | Steel and tungsten carbide gauge blocks |
Comparison type | Key Comparison |
Consultative Committee | CCL (Consultative Committee for Length ) |
Conducted by | CCL (Consultative Committee for Length ) |
Comments | The central length of gauge blocks is measured by interferometry according to ISO 3650. Results published on 31 August 2001 Gauge blocks by interferometry |
Pilot institute |
METAS
Federal Institute of Metrology Switzerland |
Contact person | R. Thalmann +41 58 387 03 85 |
Pilot laboratory | |
---|---|
METAS |
Federal Institute of Metrology, Switzerland, EURAMET |
BNM-LNE |
Bureau National de Métrologie - Laboratoire National d'Essais, France, EURAMET |
CENAM |
Centro Nacional de Metrologia, Mexico, SIM |
CSIRO-NML |
Commonwealth Scientific and Industrial Research Organization - National Measurement Laboratory; became National Measurement Institute, Australia, NMIA in 2004, Australia, APMP |
KRISS |
Korea Research Institute of Standards and Science, Korea, Republic of, APMP |
NIM |
National Institute of Metrology, China, APMP |
NIST |
National Institute of Standards and Technology, United States, SIM |
NMIJ AIST |
National Metrology Institute of Japan, Japan, APMP |
NPL |
National Physical Laboratory, United Kingdom, EURAMET |
NRC |
National Research Council, Canada, SIM |
VNIIM |
D.I. Mendeleyev Institute for Metrology, Rosstandart, Russian Federation, COOMET |
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MEASURAND : Central length of steel gauge blocks measured by interferometry according to ISO 3650
NOMINAL VALUES : 9 gauge blocks from 0.5 mm to 100 mm
The key comparison reference value xRk for each gauge block k is obtained from the arithmetic mean xak of the participants values xik by adding a constant Ck chosen such that the reference value is the nominal length Lk = xak + Ck. |
The degree of equivalence of each laboratory with respect to the reference value of each gauge block k is given by a pair of terms: the difference Dik and its expanded uncertainty Uik (coverage factor: 2), see equations below. |
nominal length Lk (k = 1 to 5) | ||||||||||
0.5 mm | 1.01 mm | 6 mm | 7 mm | 8 mm | ||||||
xa1 | uR1 | xa2 | uR2 | xa3 | uR3 | xa4 | uR4 | xa5 | uR5 | |
/ nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | |
Mean values | 21.4 | 3.5 | 28.7 | 3.5 | 46.6 | 3.6 | 29.6 | 3.5 | -0.2 | 3.5 |
nominal length Lk (k = 6 to 9) | ||||||||
15 mm | 80 mm | 90 mm | 100 mm | |||||
xa6 | uR6 | xa7 | uR7 | xa8 | uR8 | xa9 | uR9 | |
/ nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | |
Mean values | 21.1 | 3.7 | 28.5 | 5.8 | -18.6 | 6.3 | -112.9 | 6.8 |
The calculation of the degree of equivalence between two laboratories i and j is not recommended for comparisons involving several material standards, since it cannot be expressed with a single pair of terms. It would have to be calculated separately for each gauge block k and would then be given by a pair of terms: the difference Dijk and its expanded uncertainty Uijk (coverage factor: 2), see equations below. |
The following table gives the equations that define the parameters given above:
MEASURAND : Central length of tungsten carbide gauge blocks measured by interferometry according to ISO 3650
NOMINAL VALUES : 9 gauge blocks from 0.5 mm to 100 mm
The key comparison reference value xRk for each gauge block k is obtained from the arithmetic mean xak of the participants values xik by adding a constant Ck chosen such that the reference value is the nominal length Lk = xak + Ck. |
The degree of equivalence of each laboratory with respect to the reference value of each gauge block k is given by a pair of terms: the difference Dik and its expanded uncertainty Uik (coverage factor: 2), see equations below. |
nominal length Lk (k = 1 to 5) | ||||||||||
0.5 mm | 1 mm | 1.01 mm | 1.1 mm | 6 mm | ||||||
xa1 | uR1 | xa2 | uR2 | xa3 | uR3 | xa4 | uR4 | xa5 | uR5 | |
/ nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | |
Mean values | 24.2 | 3.4 | 16.4 | 3.4 | 27.6 | 3.4 | -51.4 | 3.4 | -46.6 | 3.4 |
nominal length Lk (k = 6 to 9) | ||||||||
7 mm | 8 mm | 80 mm | 100 mm | |||||
xa6 | uR6 | xa7 | uR7 | xa8 | uR8 | xa9 | uR9 | |
/ nm | / nm | / nm | / nm | / nm | / nm | / nm | / nm | |
Mean values | 30.2 | 3.4 | 48.7 | 3.5 | 104.4 | 4.6 | -78.8 | 5.1 |
The calculation of the degree of equivalence between two laboratories i and j is not recommended for comparisons involving several material standards, since it cannot be expressed with a single pair of terms. It would have to be calculated separately for each gauge block k and would then be given by a pair of terms: the difference Dijk and its expanded uncertainty Uijk (coverage factor: 2), see equations below. |
The following table gives the equations that define the parameters given above:
MEASURAND : Central length of steel gauge blocks measured by interferometry according to ISO 3650
NOMINAL VALUES : 9 gauge blocks from 0.5 mm to 100 mm
xik : result of measurement carried out by laboratory i for gauge block with nominal length Lk expressed as the deviation from nominal length in nm
uik : combined standard uncertainty of xik reported by laboratory i
MEASURAND : Central length of tungsten carbide gauge blocks measured by interferometry according to ISO 3650
NOMINAL VALUES : 9 gauge blocks from 0.5 mm to 100 mm
xik : result of measurement carried out by laboratory i for gauge block with nominal length Lk expressed as the deviation from nominal length in nm
uik : combined standard uncertainty of xik reported by laboratory i