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Gloss standard calibration by spectrophotometer reflectance<br />

measurement-suggested method<br />

Anne Andersson<br />

SP Swedish National Testing and Research Institute, Borås, Sweden<br />

Abstract. By definition, the ultimate reference or<br />

primary standard for gloss measurements is a glass surface<br />

having a refractive index of 1,567 for the wavelength<br />

589.26 nm for all angles, (Budde, ISO2813, Andor). This<br />

paper suggests a method to calibrate gloss by near normal<br />

reflection measurements in a spectrophotometer. The near<br />

normal reflectance of a high gloss standard is measured at<br />

589.3 nm in a spectrophotometer with reference to a<br />

standard Aluminium mirror with traceability. From the<br />

reflection value the refractive index is calculated using<br />

Fresnel equations. The monochromatic gloss value, G, can<br />

be obtained for all different angles. Correction factors<br />

between the monochromatic definition and the<br />

polychromatic luminous use in the gloss meter is added as<br />

suggested by Budde, 1980. The total uncertainty of gloss<br />

reference standard value G lum is calculated for all angles<br />

20º, 60º and 85º to be < 1 gloss unit.<br />

Introduction<br />

Specular gloss is widely used in the paint, paper, plastic<br />

and textile industries for the characterisation of mirror-like<br />

appearance of a surface by specific reflectance<br />

measurements. The measurement geometry and conditions<br />

are well defined in international and national standards, f<br />

ex ISO 2813. By definition [1,2], the primary standard for<br />

gloss measurements is a piece of highly plane black glass<br />

having a refractive index of 1.567 at the wavelength of the<br />

sodium line D (589.3nm). For all angles of incidence this<br />

surface by definition has an assigned gloss value of 100<br />

GLU (Gloss Units). For calculation of the corresponding<br />

specular reflectance, r(angleº, n=1,567), values the Fresnel<br />

equations are applied, giving:<br />

r (20º, n=1.567) = 0.049078<br />

r (60º, n=1.567) = 0.100056 (1)<br />

r (85º, n=1.567) = 0.619148<br />

Primary standards of different refractive index than n =<br />

1.567 results in different, G(angleº, n), gloss values in<br />

GLU (gloss units). From the reflection, r(angleº,n) values<br />

the G(angleº, n) can be calculated for all angles with<br />

formula (2):<br />

G(angleº, n) = 100* r(angleº,n)/ r (angleº, n=1.567) (2)<br />

The r(angleº,n) values are in this work calculated from<br />

the refractive index assuming an ideal surface having the<br />

property of all light that are not reflected are absorbed.<br />

However the gloss meter specified with the standard uses a<br />

daylight source (CIE C) and a photometer with a CIE<br />

V(lambda) spectral response function covering a rather<br />

broad spectral range. The inconsistency between the<br />

monochromatic specification of the reference and the<br />

polychromatic instrument leads to ambiguities in the<br />

calibration of the used reference standards and may cause<br />

differences in the practical gloss measurements of up to<br />

0,5 %, according to Budde. Correction factors between the<br />

monochromatic definition and the polychromatic use in the<br />

gloss meter is recalculated, from values presented by<br />

Budde. The ratios of luminous data to spectral data, at the<br />

wavelength 589,26 nm, are presented in Table 1.<br />

Table 1: Conversion from reflection at 589,26 nm to luminous<br />

gloss values G lum for angles 20º, 60º, and 85º,according to Budde<br />

1980.<br />

Angles 20º 60º 80º<br />

r(lum)/r(589,26) 1.005 1.003 1.000<br />

Method<br />

The reference gloss value are obtained by calculating<br />

the refractive index from the near normal<br />

spectrophotometer measurement and deduction of the G<br />

for each angle followed by multiplication of the<br />

conversion factor to get the luminous G lum values that the<br />

instruments are working with.<br />

1 measure the reflectance r at near normal<br />

incidence (8º)<br />

2 calculate the refractive index from the<br />

Fresnel equations (in this work assuming<br />

equal polarisation of p and s components)<br />

3 reflection at other angles was calculated<br />

with the same assumption as in 2.<br />

4 the monochromatic gloss value G was<br />

calculated for angles 20º, 60º and 85º from<br />

(2)<br />

5 apply conversion to luminous G lum for all<br />

angles<br />

Reference and sample preparation The quality and long<br />

time stability of the reference standard is of crucial<br />

importance. Cleaning of the surface of the gloss standard<br />

used in this work is done with alcohol with a developed<br />

technique until the gloss meter presents same values as<br />

calibrated values within ± 0.3 GLU for all angles. If any<br />

G(angle) deviates more it is an implication of having<br />

scattering effects and the surface is not cleaned properly.<br />

Proceedings NEWRAD, 17-19 October 2005, Davos, Switzerland 321

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