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Models are available to calculate the component wiring demand for all three cases; see Sec. 19.4.3. Since it is not always easy to know which case controls a particular design, it is usually to calculate all three cases to see which one is the most demanding and thus controls the layout. Wiring demand is defined by Eq. 19.3. Wd = Wc e (in cm/square cm or in./square in.) where Wd = Wiring Demand Wc = Wiring Capacity e = PWB Layout Efficiency (determined in Sec. 19.4.3) (19.3)3

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Wiring Capacity (Wc) Substrate wiring capacity is the wiring length available to connect all the components. It is determined by two factors:

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{{Sends a single character to the LCD in two halves }} PUB SEND_CHAR (D_CHAR) 'set up for writing to the display CHECK_BUSY 'wait for busy bit to clear before sending OUTA[ReadWrite] := 0 'Set up to send data OUTA[RegSelect] := 1 'Set up to send data OUTA[Enable] := 1 'go high OUTA[DataBit7..DataBit4] := D_CHAR>>4 'Send high 4 bits OUTA[Enable] := 0 'Toggle the bit H>L OUTA[Enable] := 1 'go high again OUTA[DataBit7..DataBit4] :=D_CHAR 'send low 4 bits OUTA[Enable] := 0 'Toggle the bit H>L {{Print a line of characters to the LCD uses variables index and temp }} PUB PRINT (the_line) 'This routine handles more than one Char at a time 'called as PRINT(string("the_line")) '"the_line" contains the pointer to line. Line is 'because we have to point to the line 'zero terminated but we will not use that. We will 'use the string size instead. Easier to understand index:=0 'Reset the counter we are using to count chars sent repeat 'repeat for all chars in the list temp:= byte[the_line][index++] 'temp contns char pointed by index SEND_CHAR (temp) 'send the 'pointed to' char to the LCD while index<strsize(the_line) ' till the last char is sent {{Position cursor }} PUB POSITION (LINE_NUMBER, HOR_POSITION) | CHAR_LOCATION 'Line Number : 1 to 4 'Horizontal Position : 1 to 20 'specified by the two numbers CHAR_LOCATION := (LINE_NUMBER-1) * 64 'figure location. See Hitachi CHAR_LOCATION += (HOR_POSITION-1) + 128 'figure location. See Hitachi ' CHAR_LOCATION += (HOR_POSITION-1) + 128 ' CHAR_LOCATION += (HOR_POSITION-1) + 128 SEND_INSTRUCTION2 (CHAR_LOCATION) ' instr to position cursor (continued)

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Design rules These rules specify the traces, spaces, via lands, keepouts, and such that make up the surface of the substrate. Structure This factor determines the number of signal layers and the combination of through and buried vias that permit interconnection between layers and the complex blind, stacked, and variable depth vias available in high-density interconnection (HDI) technologies.

These two factors determine the maximum wiring available on the substrate. To figure the wiring available to meet the demand, multiply the maximum wiring by the layout efficiency. The data are straightforward except for layout efficiency. Layout efficiency expresses what percentage of wiring capacity can be used in the design. Equation 19.4 shows the formula for determining wiring capacity for each signal layer. The total substrate capacity is the sum of all the signal layers. Wc = T L/G (in cm/square cm or in./square in.) where T = number of traces per wiring channel or distance between two via pads L = number of signal layers G = wiring channel width or length between centers of the via pads (19.4)

Layout Efficiency Layout efficiency is the percentage of capacity from design rules and structure that a designer can deliver on the board. Layout efficiency is the ratio of the actual wiring density that it takes to wire up a schematic versus the maximum wiring density or Wd divided by Wc. Layout efficiencies, for ease of calculations, are typically assumed to be 50 percent. Table 19.2 provides a more detailed selection of efficiencies.

Selecting Design Rules To calculate a potential set of design rules and signal layers, first the wiring demand (Wd) should be calculated. Wiring models help accomplish this.

program 21-13

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).

public BindingContainer getBindings() { return BindingContext.getCurrent().getCurrentBindingsEntry(); }

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:

Listing for Program LCDRoutines4 (continued)

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