Illumination engineering is a field that spans many topics and the number industries that actively work in the field is expanding. In this field the efficiency of the design is only a part of the design. Of nearly the same importance is the distribution of the light at the target. Many times the factors that are necessary to develop an illumination system will contradict one another, thus making the design of illumination systems complex and demanding. Optical modeling plays a basic role in obtaining new models. In general, the LED optical model obtains its parameters as a mathematical transformation or the average of a large set of measured experimental data. The main goal of this paper is to measure directly the parameters of the LED optical model. We use the typical LED spatial distribution model based on ray distribution. The basic parameters of this model are: the slope of the ray and the energy of each ray. The measurement system incorporates the slope measuring method used in deflectometry into an energy measurement technique. The method was tested using the measured data of two LEDs to analyze the illumination distribution provided at the image screen of standard Köhler illumination system.
[1]
Thierry Bosch,et al.
New cost-effective sensor for the characterization of automotive headlamps by measurements in the near field
,
2006
.
[2]
J. A. Nelder,et al.
Citation classic - simplex method for function minimization
,
1979
.
[3]
Thierry Bosch,et al.
NICOLAU: compact unit for photometric characterization of automotive lighting from near-field measurements
,
2005,
European Workshop on Photonics in the Automobile.
[4]
Roland Winston,et al.
Tailored edge-ray reflectors for illumination
,
1994
.
[5]
Gerald Farin,et al.
Curves and surfaces for computer aided geometric design
,
1990
.
[6]
Harald Ries,et al.
Tailored freeform optical surfaces.
,
2002,
Journal of the Optical Society of America. A, Optics, image science, and vision.
[7]
Josep Arasa,et al.
Evaluation of contrast loss introduced by scattering effects at optical mounts: field dependence in the IR region
,
2005,
SPIE Optical Systems Design.
[8]
G. G. Stokes.
"J."
,
1890,
The New Yale Book of Quotations.
[9]
Michael Bass,et al.
Handbook of optics
,
1995
.