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Beam angle

Width of the beam of light emitted by a light

Beam angle is a measure of angular width or diameter of the beam of light emitted from products used in architectural lighting, landscape lighting, stage lighting, and other lighting applications. It is known to be an imperfect gauge of perceived beam width. However, the beam angle is for example used to determine the minimum test distance required for acceptable error in photometry.

Several definitions of beam angle are in common use. This article compares them and illustrates how they relate to each other and to related concepts.

01Definitions

The Illuminating Engineering Society (IES) defines beam angle as the angle between the two directions for which the intensity is 50% of the maximum intensity as measured in a plane containing the nominal beam centerline. By this definition, which is commonly used, the beam angle is the angular full width at half maximum (FWHM). Notably, the term intensity is used here as a shorthand for luminous intensity (not to be confused with illuminance); beam angle can also be defined in terms of radiant intensity. The intensity distribution data used to determine beam angle is typically measured using a goniophotometer.

The International Commission on Illumination (CIE) uses centre beam intensity, rather than maximum intensity, to define beam angle. Beam angle was defined this way by the National Electrical Manufacturers Association (NEMA) in ANSI C78.379-2006, and this definition was adopted by Energy Star. Although the DesignLights Consortium (DLC) uses center beam intensity to define beam angle in its glossary, it cites the IES definition when specifying technical requirements.

If the direction of maximum intensity is in the center of the beam, there is no difference between beam angle definitions based on maximum intensity or center beam intensity. However, differences can arise if the direction of maximum intensity is not the center of the beam, such as with "batwing" distributions having center beam intensity less than maximum intensity and reflection symmetry or rotational symmetry. If the beam edge is not clearly defined (i.e., no large gradient) and the center-beam intensity is much smaller than the maximum intensity, a beam angle based on maximum intensity can be substantially smaller than a beam angle based on center-beam intensity (see polar plots on this page).

Polar plot of the luminous intensity distribution (yellow) for a luminaire with center-beam intensity much smaller than maximum intensity: beam angle of 94° based on maximum intensity (blue) versus 120° based on center-beam intensity (green)
Polar plot of the luminous intensity distribution (yellow) for a luminaire with center-beam intensity much smaller than maximum intensity: beam angle of 94° based on maximum intensity (blue) versus 120° based on center-beam intensity (green)
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Sources and credits

This article is adapted from the Wikipedia article Beam angle, written by its contributors and licensed under CC BY-SA 4.0. Fathomly has changed the layout, removed citation markers, navigation and maintenance notices, and adjusted punctuation. This adapted version is shared under the same license. For references, see the original article.

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