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PDF Spec 10 Halftones

Marc Jones edited this page Dec 30, 2025 · 1 revision

10.5 Halftones

Part of: PDF-Spec-10-Rendering

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10.5 Halftones

10.5.1 General

Halftoning is a process by which continuous-tone colours are approximated on an output device that can achieve only a limited number of discrete colours. Colours that the device cannot produce directly are simulated by using patterns of pixels in the colours available.

NOTE 1 Perhaps the most familiar example is the rendering of gray tones with black and white pixels, as in a newspaper photograph.

Some output devices can reproduce continuous-tone colours directly. Halftoning is not required for such devices; after gamma correction by the transfer functions, the colour components shall be transmitted directly to the device. On devices that do require halftoning, it shall occur after all colour components have been transformed by the applicable transfer functions. The input to the halftone function shall consist of continuoustone, gamma-corrected colour components in the device's native colour space. Its output shall consist of pixels in colours the device can reproduce.

PDF provides a high degree of control over details of the halftoning process.

  • NOTE 2 When rendering on low-resolution displays, fine control over halftone patterns is needed to achieve the best approximations of gray levels or colours and to minimize visual artifacts.

  • NOTE 3 In colour printing, independent halftone screens can be specified for each of several colorants.

  • NOTE 4 Remember that everything pertaining to halftones is, by definition, device-dependent. In general, when a PDF file provides its own halftone specifications, it sacrifices portability. Associated with every output device is a default halftone definition that is appropriate for most purposes. Only relatively sophisticated files need to define their own halftones to achieve special effects. For correct results, a PDF file that defines a new halftone depends on certain assumptions about the resolution and orientation of device space. The best choice of halftone parameters often depends on specific physical properties of the output device, such as pixel shape, overlap between pixels, and the effects of electronic or mechanical noise.

All halftones are defined in device space, and shall be unaffected by the current transformation matrix.

10.5.2 Halftone Screens

In general, halftoning methods are based on the notion of a halftone screen , which divides the array of device pixels into cells that may be modified to produce the desired halftone effects. A screen is defined by conceptually laying a uniform rectangular grid over the device pixel array. Each pixel belongs to one cell of the grid; a single cell typically contains many pixels. The screen grid shall be defined entirely in device space and shall be unaffected by modifications to the current transformation matrix.

  • NOTE This property is essential to ensure that adjacent areas coloured by halftones are properly stitched together without visible seams.

On a bilevel (black-and-white) device, each cell of a screen may be made to approximate a shade of gray by painting some of the cell's pixels black and some white. Numerically, the gray level produced within a cell shall be the ratio of white pixels to the total number of pixels in the cell. A cell containing n pixels can render n + 1 different gray levels, ranging from all pixels black to all pixels white. A gray value g in the range 0.0 to 1.0 shall be produced by making i pixels white, where i = floor ( g × n ).

The foregoing description also applies to colour output devices whose pixels consist of primary colours that are either completely on or completely off. Most colour printers, but not colour displays, work this way. Halftoning shall be applied to each colour component independently, producing shades of that colour.

Colour components shall be presented to the halftoning machinery in additive form, regardless of whether they were originally specified additively ( RGB or gray) or subtractively ( CMYK or tint). Larger values of a colour component represent lighter colours-greater intensity in an additive device such as a display or less ink in a subtractive device such as a printer. Transfer functions produce colour values in additive form; see 10.4, "Transfer Functions".

10.5.3 Spot Functions

A common way of defining a halftone screen is by specifying a frequency , angle , and spot function . The frequency indicates the number of halftone cells per inch; the angle indicates the orientation of the grid lines relative to the device coordinate system. As a cell's desired gray level varies from black to white, individual pixels within the cell change from black to white in a well-defined sequence: if a particular gray level includes certain white pixels, lighter grays will include the same white pixels along with some additional ones. The order in which pixels change from black to white for increasing gray levels shall be determined by a spot function , which specifies that order in an indirect way that minimizes interactions with the screen frequency and angle.

Consider a halftone cell to have its own coordinate system: the centre of the cell is the origin and the corners are at coordinates ± 1.0 horizontally and vertically. Each pixel in the cell is centred at horizontal and vertical coordinates that both lie in the range -1.0 to + 1.0. For each pixel, the spot function shall be invoked with the pixel's coordinates as input and shall return a single number in the range -1.0 to + 1.0, defining the pixel's position in the whitening order.

The specific values the spot function returns are not significant; all that matters are the relative values returned for different pixels. As a cell's gray level varies from black to white, the first pixel whitened shall be the one for which the spot function returns the lowest value, the next pixel shall be the one with the next higher spot

function value, and so on. If two pixels have the same spot function value, their relative order shall be chosen arbitrarily.

PDF provides built-in definitions for many of the most commonly used spot functions that a conforming reader shall implement. A halftone may simply specify any of these predefined spot functions by name instead of giving an explicit function definition.

  • EXAMPLE designates a spot function whose value is inversely related to a pixel's distance from the center of the halftone cell. This produces a 'dot screen' in which the black pixels are clustered designates a spot function whose value is the distance from a given pixel to a line through the center of the cell, producing a

The name SimpleDot within a circle whose area is inversely proportional to the gray level. The name Line 'line screen' in which the white pixels grow away from that line.

Table 128 shows the predefined spot functions. The table gives the mathematical definition of each function along with the corresponding PostScript language code as it would be defined in a PostScript calculator function (see 7.10.5, "Type 4 (PostScript Calculator) Functions"). The image accompanying each function shows how the relative values of the function are distributed over the halftone cell, indicating the approximate order in which pixels are whitened. Pixels corresponding to darker points in the image are whitened later than those corresponding to lighter points.

Image

Table 128 - Predefined spot functions

Name Appearance Definition
SimpleDot 1 - ( x 2 + y 2 ) { dup mul exch dup mul add 1 exch sub }
InvertedSimpleDot x 2 + y 2 - 1 { dup mul exch dup mul add 1 sub }
DoubleDot { 360 mul sin 2 div exch 360 mul sin 2 div add } 360 x × ( ) sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 360 y × ( ) sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +
InvertedDoubleDot { 360 mul sin 2 div exch 360 mul sin 2 div add neg } 360 x × ( ) sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 360 y × ( ) sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + ⎝ ⎛ - ⎠ ⎞

Table 128 - Predefined spot functions (continued)

Image

Name Appearance Definition
CosineDot { 180 mul cos exch 180 mul cos add 2 div } 180 x × ( ) cos 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 180 y × ( ) cos 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +
Double { 360 mul sin 2 div exch 2 div 360 mul sin 2 div add } 360 x 2 - - × ⎝ ⎠ ⎛ ⎞ sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 360 y × ( ) sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +
InvertedDouble { 360 mul sin 2 div exch 2 div 360 mul sin 2 div add neg } 360 x 2 - - × ⎝ ⎠ ⎛ ⎞ sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 360 y × ( ) sin 2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + ⎠ ⎟ ⎟ ⎟ ⎞ ⎝ ⎜ ⎜ ⎜ ⎛ -
Line -
LineX x { pop }
LineY y { exch pop }

Table 128 - Predefined spot functions (continued)

Image

Name Appearance Definition
Round if
Ellipse let w = (3 ×
EllipseA 1 - ( x 2 + 0.9 × y 2 ) { dup mul 0.9 mul exch dup mul add 1 exch sub }
InvertedEllipseA x 2 + 0.9 × y 2 - 1 { dup mul 0.9 mul exch dup mul add 1 sub }

Table 128 - Predefined spot functions (continued)

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