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TABLE 19.2 Typical Layout Efficiencies Design scenario Through hole, rigid Surface mount/mixed Surface mount/mixed Surface mount only Surface mount/mixed Surface mount/mixed Built-up technologies Conditions Gridded CAD W/wo back side passives, gridless CAD W/back side actives, gridded CAD W/wo back side passives, gridless CAD 1-sided blind vias, gridless CAD 2-sided blind vias, gridless CAD 2-sided micro-blind vias, gridless CAD Efficiency* (%) 6 12 8 15 9 18 Up to 20 Up to 25% Up to 30 Up to 50%

* Determined from analysis of printed circuit designs (actual wiring capacity from the CAD system divided by maximum wiring capacity (Eq. 19.4).

19.4.5.1 Wiring Demand Models. Seven wiring models are reported in the literature, but the first three are used commonly. The three wiring models include:

Coors, Anderson & Seward Statistical Wiring Length4 Toshiba Technology Map5 Hewlett Packard (HP) Design Density Index6

The other four wiring models include:

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Java Code 39 Generator - Barcode Code 39 Introduction. Code 39 (also known as "USS Code 39", "Code 3/9", "Code 3 of 9", "USD-3", "Alpha39", "Type 39") is a barcode symbology that can encode uppercase letters (A through Z), digits (0 through 9) and a handful of special characters like the $ sign.

19.4.5.1.1 Coors, Anderson, & Seward Statistical Wiring Length. This wiring demand model is based on a stochastic model of wiring involving all terminals. The probable wire length is calculated based on the distance of a second terminal and the spatial geometry of all other terminals. This is the most recently determined wiring model and represents the most practical approximation of surface mounting technology. Eq. 19.5 presents the mathematical model that results. d = D * Ni/A (in. per sq. in.) where D = ave. interconnection distance (in.) D = E(x)*G E(x) = expectation of occurrence G = pad placement grid (in.) Ni = total number of interconnections A = routing area (sq. in.) (19.5)

Equation 19.6 for E(9x) is the E(x) = 1 ((S T )(S a 2))e^aS + S(2 (S T )a)e^ a(S T ) 2T a (S T )e^aS Se^a(S T ) + T (19.6)

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45 0

80 59 56 52 51 47 33

Component Density (parts / sq. inch)

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Code 39 is a discrete and self-checking symbology which has variable data length. It is also called Alpha39, Code 3 of 9 , Type 39 , USS Code 39 and USD-3. This barcode is widely adopted in non-retail fields. Customers are free to download this evaluation version of KA. Barcode for Java .
Code 39 is a discrete and self-checking symbology which has variable data length. It is also called Alpha39, Code 3 of 9 , Type 39 , USS Code 39 and USD-3. This barcode is widely adopted in non-retail fields. Customers are free to download this evaluation version of KA. Barcode for Java .

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0 32

23 19 18 15

23 25 16 13 9

25 0

(19 96 )

= ( sin cos ) (cot ) ( sin cos ) = sin2 cos2 + cos sin (sin cos )

13 11

R PE SQ . CH IN 6) 99 (1

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9 8 6 6

0 16

1 1 10 100

Component Complexity (ave leads / part)

=M+N = (M^2 + N^2)^.5 = ln a = empirically derived constant = 0.94 = board width of grid point = (width/G) +1 = board length of grid point = (length/G) +1 = 2*Nt/3

19.4.5.1.2 Toshiba s Technology Map. The packaging technology map is a simple technique to predict a PWB, Chip-On-Board, or MCM-L wiring demand and its assembly complexity. By plotting components per square inch (or components per square centimeter) against average leads per component on a Log-log graph (see Fig. 19.11), you can calculate the wiring demand WD in inches per square inch (or centimeters per square centimeters) and assembly complexity in leads per square inch (or leads per square centimeter). Eqs. 19.7 and 19.8 show the equations for these two metrics. Wiring Demand WD = b (comp)0.5 (leads) where b = wiring coefficient (typically 3.5 but can vary from 2.5 4.0 on average; notes/net is a good approximation) comp = components per board area in sq. in. or sq. cm. leads = average leads (connections) per component Assembly Complexity = (comp) (leads) comp = components per board area in sq. in. or sq. cm. leads = average leads (connections) per component (19.8) (19.7)

50 70 100 200 300 60 80 120 160 180 240 320

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Java Code 39 Generator Introduction. Code 39 , also known as Alpha39, Code 3 of 9, Code 3/9, Type 39 , USS Code 39 , or USD-3, is the first alpha-numeric linear barcode symbology used world-wide.
Java Code 39 Generator Introduction. Code 39 , also known as Alpha39, Code 3 of 9, Code 3/9, Type 39 , USS Code 39 , or USD-3, is the first alpha-numeric linear barcode symbology used world-wide.

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generate code39 barcode data in java? - Stack Overflow
According to Wikipedia Code 39 is restricted to 43 characters.In order to generate it's encoding data I've used the following code:

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