22.03.2013 Views

Digital Prints

Digital Prints

Digital Prints

SHOW MORE
SHOW LESS

Create successful ePaper yourself

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

54<br />

Mastering <strong>Digital</strong> Printing<br />

At the right viewing distance, our brains then merge all the spots together to give us the<br />

impression that what we’re seeing is one smooth image. (Hold the page with the apple farther<br />

and farther away from you to see.) It’s just a trick—an optical illusion.<br />

By knowing all this you can affect the coarseness or smoothness of printed images in a<br />

number of ways. With digital printing, depending on the capabilities of the device and<br />

the software used to drive it, you can vary the number of spots, the size of the spot, the<br />

closeness of the spots to each other, and the arrangement of the individual color spots that<br />

make up the final image.<br />

While old-school halftoning utilized the process of photographing images through glass<br />

or film screens (hence the terming “screening”), most of the halftones these days are made<br />

digitally. These amplitude-modulated (AM) screening halftones are created on digital devices<br />

that place dots that are either round, elliptical, or rectangular on a grid-like cell made up<br />

of little squares. Each halftone dot is actually made up of clusters of printer dots. The more<br />

printer dots in a cell, the bigger the halftone dot, and the darker that cell appears. Also,<br />

the more cell squares (the bigger the grid), the more shades of gray or color available.<br />

For example, a two-by-two cell can yield five possible tones (the paper is one) as follows<br />

(see Figure 2.12):<br />

1. no dots, all you see is the paper<br />

2. one dot, 25% tone<br />

3. two dots, 50% tone<br />

4. three dots, 75% tone<br />

5. four dots, 100% tone (solid, no paper showing)<br />

This is a simple example. Expand the cell to be, say, 16 squares across, and you now have<br />

a lot of possible tones that can be printed (see Figure 2.13).<br />

Figure 2.12 A 2×2 halftone cell can produce five tones.<br />

Figure 2.13 A 16×16 halftone<br />

cell (center with gridlines) with<br />

the halftone dot growing from the<br />

center out.

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

Saved successfully!

Ooh no, something went wrong!