MEASURAND : Central length of long gauge blocks measured by interferometry according to ISO 3650 or by comparison; gauge block material : steel

NOMINAL VALUES : 3 gauge blocks with lengths 200 mm, 250 mm and 500 mm

Degrees of equivalence, Di and expanded uncertainty Ui, of each laboratory i with respect to the reference value for each gauge block k (k = 1 to 3), expressed in nm

L1 = 200 mm, S/N 18743

Red diamonds: measurements by interferometry
Blue squares: measurements by comparison
DIDTI = 13286 nm and UIDTI = 4800 nm (comparison)
DNPLI(2) = 1162 nm and UNPLI(2) = 862 nm (comparison)

 

L2 = 250 mm, S/N 980272

Red diamonds: measurements by interferometry
Blue squares: measurements by comparison
DIDTI = 31642 nm and UIDTI = 3400 nm (comparison)

 

L3 = 500 mm, S/N 980387

Red diamonds: measurements by interferometry
Blue squares: measurements by comparison
DIDTI = -18129 nm and UIDTI = 3000 nm (comparison)

 

MEASURAND : Central length of long gauge blocks measured by interferometry according to ISO 3650 or by comparison; gauge block material : steel

NOMINAL VALUES : 3 gauge blocks with lengths 200 mm, 250 mm and 500 mm

Degrees of equivalence, Di and expanded uncertainty Ui, for each nominal length.

Results are presented under A4 printable format in Summary Results (.PDF file).

Comparison
Comparison close
RMO comparison
Linked comparison
APMP.L-K2
Metrology area, Sub-field Length, Dimensional Metrology
Description Long gauge blocks from 200 to 500 mm
Time of measurements 2000 - 2002
Status Approved for equivalence
Final Reports of the comparisons
Measurand Length: 200 mm, 250 mm and 500 mm
Transfer device Three long gauge blocks
Comparison type Key Comparison
Consultative Committee CCL (Consultative Committee for Length )
Conducted by APMP (Asia Pacific Metrology Programme)
Comments

Results published on 22 May 2006

Long gauge blocks by interferometry or by comparison

Pilot institute NMIA
National Measurement Institute, Australia
Australia
Contact person N. Brown

+61 2 9413 7157
First Name Last Name
wwww@ww.www +356719836 Institute 1 Institute 1 Khmelnitskiy
Pilot laboratory
NMIA

National Measurement Institute, Australia, Australia, APMP

CMS/ITRI

Industrial Technology Research Institute/Center for Measurement Standards, Chinese Taipei, APMP

CSIR-NML

Council for Scientific and Industrial Research, National Metrology Laboratory (became NMISA in 2007), South Africa, AFRIMETS

KRISS

Korea Research Institute of Standards and Science, Korea, Republic of, APMP

MSL

Measurement Standards Laboratory, New Zealand, APMP

NIM

National Institute of Metrology, China, APMP

NMIJ AIST

National Metrology Institute of Japan, Japan, APMP

NML-SIRIM

National Metrology Laboratory, SIRIM Berhad (became NMIM), Malaysia, APMP

NPLI

CSIR National Physical Laboratory of India, India, APMP

NSCL

National Standards and Calibration Laboratory, Syrian Arab Republic, APMP

Puslit KIM-LIPI

Research Center for Calibration, Instrumentation and Metrology – Indonesian Institute of Sciences, Indonesia, APMP

SCL

Standards and Calibration Laboratory, Hong Kong, China, APMP

SPRING Singapore

Singapore Standards, Productivity and Innovation Board (became NMC, A*STAR in 2008), Singapore, APMP

STD-ITDI

Standards and Testing Division, Industrial Technology Development Institute, Philippines, APMP

MEASURAND : Central length of long gauge blocks measured by interferometry according to ISO 3650 or by comparison; gauge block material : steel

NOMINAL VALUES : 3 gauge blocks with lengths 200 mm, 250 mm and 500 mm

The APMP key comparison reference value, xRk, for each gauge block k, is determined from the linear function xFk(t), where t is the date of measurement, obtained by fitting a straight line to participants' values xik (with weights based on each reported uncertainty uik) and by adding a value Ck(t) chosen such that the reference value is the nominal length: xRk = Lk = xFk(t) + Ck(t). The linear regression determines two constants Ak and Bk and assumes a linear change in length with time:
xRkAk + Bkt + Ck(t), see sections 4 and 5 of the Final Report.
The standard uncertainty, uRk, of the reference vavue is computed as the internal standard deviation of the weighted mean.

The degree of equivalence of each laboratory i with respect to the reference value for each gauge block k is given by a pair of terms: the difference Dik and its expanded uncertainty Uik (coverage factor: 2) with
Dik = xik + Ck - xRk = xikxFk and Uik = 2(uik2 - uRk2 + uAk2)1/2 where uAk represents the artefact uncertainty, determined from the pilot's measurements.

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).
Dijk = xik - xjk and Uijk = 2(uik2 + ujk2)1/2

Key comparison APMP.L-K2 is parallel to key comparison CCL-K2. Numerical linking of these comparisons is not recommended due to artefact dependent offsets. Instead, laboratories participating competently in both key comparisons establish the link and assure equivalence.

MEASURAND : Central length of long gauge blocks measured by interferometry according to ISO 3650 or by comparison; gauge block material : steel

NOMINAL VALUES : 3 gauge blocks with lengths 200 mm, 250 mm and 500 mm

xik : result of measurement carried out by laboratory i for gauge block k with nominal length Lk, expressed as the deviation from nominal length in nm
uik : combined standard uncertainty of xik reported by laboratory i

Methods: "Int." for interferometry, "Comp." for comparison.
SPRING Singapore was unable to participate due to instrument failure.
NPLI asked for a re-measure.
The artefacts were measured five times at the Pilot Laboratory (NMIA) with the same method, in order to provide information on artefact changes with time.