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101 Portola Avenue, Livermore, CA 94551 • Tel : (925) 583-8400 • Fax: (925) 583-8401 • www.bridgelux.com
Décor Series™ Class A
Light is a powerful, natural, medium that can be used to influence well-being and human behavior. LED technology
advancements are using scientific research, along with human reaction, to hone new color points that result in positive
experiences.
What is Class A or Human Centric Lighting?
Created by Behavioral Scientists at the Lighting Research Center (LRC), with Bridgelux and other Alliance for Solid-State Lighting
Illumination Systems and Technologies (ASSIST) members, Class A lighting redefines high quality light. Class A was developed
from worldwide tests on sample groups of consumers and lighting professionals to determine the most preferred white points.
The end product is a unique set of white points with a balance of CRIs for good color rendering and and Gamut Area Indices to
render color saturation.
Class A is defined by its overall appeal, its brightness and how natural it feels to the human eye. Colors are vivid and whites are
at their whitest.
What is Gamut Area Index or GAI?
Bridgelux Décor Series Class A Chip-on-Board (CoB) LED arrays feature a new approach to color targeting that addresses the way
the human eye perceives color.
Gamut Area Index (GAI) is a metric that, when
combined with CRI, more accurately describes the
overall effect of light than just CRI measurement.
CRI only provides a comparative score for color
rendering consitency but does not capture color
saturation. The human eye perceives both
attributes in viewing a color. GAI measures the
saturation or dominance of a color and, combined
with CRI, is a more accurate representation of how
a person will perceive color.
The internationally recognized LRC (make this a
hyperlink to LRC), with whom Bridgelux
collaborates, has carried out years of research on
how the human eye perceives light. Optimized
color points, defined by GAI values, are then
developed based on viewer’s preference. The
human eye perceives light as the combined effect
of hue, saturation and brightness. All of these
factors must be considered to accurately characterize light.
Gamut Area Index plots the relative values of each of the CRI reference colors on the color space. This captures additional
information about how the source renders color saturation. In the example below, Class A is compared to a halogen light
source. The larger area of Class A (on the right) indicates the ability of Class A to render a wider range of color and saturation.
Class A (3000K) vs Halogen (3000K)