Background

Mobile Display Technology ~ Color Theory

All mobile devices are direct view devices that are flat-panel, according to Louis Silverstein, who wrote Color Display Technology: From Pixels to Perception in 2006. He also states that one of the most active application markets driving advances to enhance color performance and improved image quality is the small, high-performance color displays for mobile devices. Combining successful technologies or creating new innovations has lead to many different display technologies with significantly different color characteristics to provide manufacturers with more competitive display solutions to provide a more positive user experience (Safaee-Rad, 2012). These technologies include:

Color Theory

Three essentials needed to produce color: Light source, an object, and an observer.  It is light that has been modified by an object in such a manner that the viewer—such as the human visual system—perceives the modified light as a distinct color (X-Rite, Inc., 2004). Light is the part of the electromagnetic spectrum and is transformed into colors through wavelengths. Objects can reflect and transmit light, but this study focuses on the emissive light source of the mobile device displays. They have their own unique wavelength composition. This arrangement of wavelengths that leave the object is called spectral data or reflectance intensity and is measured with a spectrophotometer (X-Rite, Inc., 2004). The resulting measurement is the most accurate of the object’s actual color.

SPECTRUM

In 1931, the CIE established a color model that represents the visible spectrum based on the visual capabilities of a Standard Observer, a hypothetical viewer and common light sources. Using this model, we can compare the varying color spaces of different viewers and devices against repeatable standards. These two variables allow device- and illuminant-dependence. This model was limiting its chromatic definition. The new approach involved an opponent theory of color vision, which states that two colors cannot be both green and red at the same time, or blue and yellow at the same time (X-Rite, Inc., 2007). As a result, single values can be used to describe the opponent attributes.
This approach was named the CIE 1976 L*a*b* color model and is presently one of the most popular spaces for measuring object color and is widely used in virtually all fields (Konica Minolta, 2003). The L* defines lightness or the gray-scale component of the color, a* denotes the red/green value and b* the yellow/blue value. Spectral data measures the composition of light reflected from an object before a view or device interpreted the color (X-Rite, Inc., 2004).

LAB color

The assessment of color is usually an assessment of the difference or delta from a known standard. The CIE L*a*b* model illustrates the distance of the compared colors on the model diagram. The expressions for these coordinate color differences are:

Given coordinate values, the total difference or distance on the CIE L*a*b* diagram can be stated as a single value known as Delta E (∆E). ∆Eab = [(∆L2 )+( ∆a2 )+( ∆b2 )]½ (X-Rite, Inc., 2007).