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Despite the word variable in the name global variable, the values are not variable. They are fixed, and only changeable through the Equations dialog box. The only place where you can use global variables is in equations. You cannot directly enter them into dialog boxes for dimension values, or use them like Link Values. You can use custom and file properties to drive equations. If you right-click your Equations folder and select Show Properties, you see that the default file properties already exist in the list:

The switching noise generated by direct-path leakage can be easily coupled through power supply buses or semiconductor substrate. It often causes serious crosstalk between digital and analog circuits, especially when both circuits are laid out in close proximity. Note that the time period for simultaneous P- and NMOS conduction takes up a more substantial portion in a clock cycle with increased clock speed, making this effect more serious in high-speed circuits. However, by carefully arranging the threshold voltages of both P- and NMOS and their power supply voltage, one can reduce the input voltage range to minimize the simultaneous current conduction. Figure 9.3 shows dc transfer curves of output voltage and power supply current flow versus input voltage. A peak leakage current of 260 giA is observed during the ON-OFF transient of the invert gate. Figure 9.4 shows the transient behavior of the same CMOS inverter at I GHz. The leakage current now peaks at a different value as a result of the transient behavior of the inverter. Generally speaking, the direct-path power consumption is lower with faster rise and fall times. 9.2.3 Differential Logic

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heat shield clip. You may have to use some force to release the clip; one slip and your motherboard is toast.

Figure 11.19 Full-flash converter (a) used in the fine and coarse A/Ds of the subranging converter (b). 20 clock cycles. This delay must be taken into account if the converter is part of a feedback loop (e.g., gain control). If more than 7-bit-accuracy ADCs in CMOS are needed, all these techniques require a form of random offset cancellation. A number of basic techniques can be used:

Part III provides information on Sun hardware from setting up and managing peripherals to configuring the awesome Starfire and Sun Fire servers.

In this example, I connect a synthesizer to a PC s MIDI/game port, but you don t have to do it this way. You can buy a MIDI interface box that hooks up to a USB port, which may be the way to go if (for example) you want to connect to a laptop PC that has no MIDI/game port. Now, here are the steps. 1. Turn off the PC. 2. Connect the PC-to-MIDI adapter cable (see Figure 9.19) to your PC s MIDI/game port. Only one of the cable connectors will fit (it s the male 15-pin D -shaped connector) so you can t do this incorrectly. If you already have a joystick or two connected to the game port, remove it; you ll be able to reconnect it to the joystick connector on the adapter cable. 3. Attach one of the MIDI signal cables to the PC-to-MIDI adapter cable s Out connector. 4. Connect the other end of that MIDI cable to the synthesizer s In connector (see Figure 9.20). 5. Attach the other MIDI signal cable to the PC-to-MIDI adapter cable s In connector. 6. Connect the other end of that MIDI cable to the synthesizer s Out connector.

1.187 1.189 1.192 1.20I 1.215 I .244 1.339 1.525 1.755 2.046 2.423 2.926 1.187 1.189 1.192 1.201 1.215 1.244 1.339 1.524 1.754 2.047 2.431 2.954 1.195 1.198 1.201 1.209 1.223 1.252 1.346 1.530 1.758 2.046 2.422 2.930

chosen length, passing 0 as often as necessary, and eventually getting back to where we started For example, if we chose the number f;, then after 17 steps, during which we would have gone round the circle exactly 5 times, we would return to our starting point Thereafter we would only repeat our progress, like the 5-bounce path round the ellipse Suppose, however, that each of our steps was }2 - 1 long This is an irrational number, less than one It is not possible that we shall ever return exactly to our starting point, because, if we did so, for example after taking N steps and circling the circle M times, then we would know that )2 - 1 = MIN, and so}2 would be equal to the rational number MIN + 1 But we know that }2 is irrational.

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