08.01.2013 Views

DigitalVideoAndHDTVAlgorithmsAndInterfaces.pdf

DigitalVideoAndHDTVAlgorithmsAndInterfaces.pdf

DigitalVideoAndHDTVAlgorithmsAndInterfaces.pdf

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

IEC FDIS 61966-2-1, Multimedia<br />

systems and equipment – Colour<br />

measurement and management –<br />

Part 2-1: Colour management –<br />

Default RGB colour space – sRGB.<br />

Stokes, Michael, and Matthew<br />

Anderson, Srinivasan Chandrasekar,<br />

and Ricardo Motta, A Standard<br />

Default Color Space for the Internet –<br />

sRGB. Internet: www.color.org.<br />

See Rendering intent, on page 81.<br />

1<br />

γ ≈ 0.<br />

45 ≈<br />

E 222 .<br />

γ ≈2.<br />

5<br />

D<br />

0. 45 · 2. 5 ≈1.<br />

125<br />

would occupy the range [-40 … 184.3]. If subsequently<br />

offset +48 at an 8-bit interface, they would lie<br />

in the range [8 … 232.3]. However, Rec. 1361 is<br />

intended for use with 10-bit components, at minimum.<br />

As in Rec. 709, the reference black and white levels are<br />

multiplied by 2 k-8, where k is the number of bits at the<br />

interface. When scaled and offset for 10-bit 4:4:4 interface,<br />

Rec. 1361 R’G’B’ ranges 192 through 832<br />

(compared to a range of 64 through 940 for 10-bit<br />

Rec. 709).<br />

sRGB transfer function<br />

The notation sRGB refers to a specification for color<br />

image coding for personal computers, and for image<br />

exchange on the Internet. The FlashPix file format for<br />

digital still cameras incorporates sRGB coding (there<br />

called NIFRGB). The sRGB specification calls for<br />

a transfer function very similar to – but regrettably not<br />

identical to – Rec. 709. The encoding is this:<br />

⎧12.<br />

92L; 0 ≤ L≤<br />

0. 0031308<br />

⎪<br />

V'sRGB<br />

= ⎨ 1<br />

⎩<br />

⎪ ( 24 . ) 1. 055L − 0. 055; 0. 0031308 < L≤1<br />

Eq 23.8<br />

Although the equation contains the exponent 1 ⁄2.4, the<br />

the scale factor and the offset cause the overall function<br />

to approximate a pure 0.45-power function<br />

(γ E ≈0.45). It is misleading to describe sRGB as having<br />

“gamma of 0.42.”<br />

sRGB encoding assumes that conversion of the encoded<br />

R’G’B’ signals will be accomplished at a CRT with<br />

a nominal 2.5-power function, as in Rec. 709 and<br />

SMPTE 240M coding. However, the sRGB specification<br />

anticipates a higher ambient light level for viewing than<br />

Rec. 709 and SMPTE 240M: sRGB’s effective<br />

0.45-power function, displayed on a monitor with<br />

a 2.5-power, results in an end-to-end power of 1.125.<br />

This is considerably lower than the 1.25 value produced<br />

by Rec. 709 encoding.<br />

It is standard to code sRGB components in 8-bit form<br />

from 0 to 255, with no footroom and no headroom.<br />

CHAPTER 23 GAMMA 267

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!