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Optimizing Processes with RFID and Auto ID, 2009

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3 Optical codes<br />

Finder border,<br />

solid border<br />

Fig. 3.2 Data Matrix code structure<br />

ber of rows <strong>and</strong> columns are to be expected in the data area, <strong>and</strong> also<br />

determining, therefore, the size of the cells. By default, the code is<br />

depicted in black on a white background. However, an inverse depiction<br />

<strong>with</strong> white on a black background is also permissible.<br />

The st<strong>and</strong>ard requires a quiet zone of one cell’s width minimum<br />

around the code in order to cleanly separate the code <strong>and</strong> background.<br />

The number of columns <strong>and</strong> lines ranges from a 10 × 10 matrix<br />

to a maximum of 144 × 144 columns <strong>and</strong> lines. The largest rectangular<br />

version has 16 lines <strong>and</strong> 48 columns. The majority of Data Matrix<br />

codes that are used is in the region of up to 48 × 48 cells.<br />

One of the Data Matrix’ special strengths is that the code can be applied<br />

to a part directly using various marking processes, that is to say,<br />

<strong>with</strong>out a label. However, the st<strong>and</strong>ard’s requirements here can very<br />

often not be adhered to <strong>with</strong>out incurring very high costs. Therefore,<br />

the actual directly marked codes seldom correspond 100 % to the<br />

st<strong>and</strong>ard. Depending on the form of the background, for example<br />

concave or convex, distortions occur. The marking systems are not<br />

set ideally or the backgrounds are not prepared accordingly, in turn<br />

resulting in cells that are too large or small or create scratches <strong>and</strong><br />

changes to the background color. Moreover, it is a special challenge to<br />

read 2D codes <strong>with</strong> an image processing system that must tolerate<br />

additional influences, e.g. material reflections, trapezoid-shaped distortions<br />

due to sloping angles of viewing or shadows that are cast by<br />

uneven surfaces.<br />

3.3.2 Codable data <strong>with</strong> Data Matrix ECC200<br />

Data Matrix Codes support a wide range of coding schemes that also<br />

determine the codable data quantity.<br />

The coding schemes available are ASCII, Text, C40, ANSI X12, EDIFACT,<br />

<strong>and</strong> Base 256. The use of special code words enables switching<br />

between the symbol sets or to special coding, such as the EAN Data<br />

42<br />

Data area<br />

Alternating border

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