Abstract
The measurement uncertainty of illuminance and,
consequently, luminous flux and luminous efficacy of LED
lamps can be reduced with a recently introduced method
based on the predictable quantum efficient detector
(PQED). One of the most critical factors affecting the
measurement uncertainty with the PQED method is the
determination of the aperture area. This paper describes
an upgrade to an optical method for direct determination
of aperture area where superposition of equally spaced
Gaussian laser beams is used to form a uniform irradiance
distribution. In practice, this is accomplished by
scanning the aperture in front of an intensity-stabilized
laser beam. In the upgraded method, the aperture is
attached to the PQED and the whole package is
transversely scanned relative to the laser beam. This has
the benefit of having identical geometry in the laser
scanning of the aperture area and in the actual
photometric measurement. Further, the aperture and
detector assembly does not have to be dismantled for the
aperture calibration. However, due to small acceptance
angle of the PQED, differences between the diffraction
effects of an overfilling plane wave and of a combination
of Gaussian laser beams at the circular aperture need to
be taken into account. A numerical calculation method for
studying these effects is discussed in this paper. The
calculation utilizes the Rayleigh-Sommerfeld diffraction
integral, which is applied to the geometry of the PQED
and the aperture. Calculation results for various
aperture diameters and two different aperture-to-detector
distances are presented.
Original language | English |
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Pages (from-to) | 510-521 |
Journal | Optical Review |
Volume | 23 |
Issue number | 3 |
DOIs | |
Publication status | Published - 2016 |
MoE publication type | A1 Journal article-refereed |
Keywords
- Predictable quantum efficient detector
- Aperture area
- Diffraction
- Numerical simulation
- Illuminance
- LED