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For now you can take it as a matter of faith that patterns of on and o can be read as numbers. Each number stands for a speci c pattern of lights. Of course, in electronics we don t have to use LEDs and mechanical switches to represent bits. We can use more subtle components transistors for switches, pulses of electrons against a phosphor-covered tube for indicators (your TV or monitor), magnetic elds on spinning sheets of magnetized



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Hybrid gas bearings combine the principle of aerodynamic and aerostatic bearings They also combine higher load capacities due to the external pressure of an aerostatic bearing with additional aerodynamic

plastic ( oppy disks), pits burned into a metal lm laminated onto a plastic disk (CDs), and so forth. Or, going back a ways, holes in cards.

Jet diameter d * (in 10 3)

Data for simple thrust bearing with single jet a b h*





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Patterns of on and o can represent numbers. Likewise, numbers can represent other things. For example, the letter A can be represented by the number 0, B by 1, C by 2, and so on. In fact, A is normally represented by the number 65 and B by 66. Lower-case a is 97. This particular letter coding is part of the American Standard Code for Information Interchange, or ASCII, code. In ASCII, my name Edwin is the sequence of numbers 69, 100, 119, 105, 110. It s not much of a reach, then, to imagine that we can use numbers to represent commands to the computer. 0 could be, for example, halt. 1 might be load a value, and 2 store a value. It would be the subject of a whole book, if not more, to trace the progression from switches and lights to full computers. However, any digital computer you have ever used operates using a small handful of very simple operations, performed by electronic circuits, on values of one and zero. The holes punched into tape or cards were read by little switches. These switches created voltages inside the early computers, and these voltages were stored in circuits. Sometimes the circuits would cause the voltages to be converted into magnetic patterns on magnetic disks or tapes, other times they might trigger machinery to punch holes in some tape. The patterns of voltages, the patterns of on and o , ow through the computer s circuits to create di erent patterns of on and o . This all happens very quickly, since electrons act very quickly, and can seem like magic. But inside the computer there are only many tiny electronic switches, switching on and o .

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d* For annular thrust bearing of same b/a and n jets d * = 2 (Fig 47 (b)) n 05 10 15 Design clearance h * (in 10 3)

Fig 764: The jet diameter versus clearance for a simple thrust bearing [3]

1 (4n)

Leaping ahead several decades of research and development, you will nd that numbers can represent complex instructions to a robot, for example. Looking at Fig. 7-13 you can see four blocks connected together. This is one way to represent a program that is easier on the eyes than a stream of numbers, binary, hex, or otherwise. Underneath it all, however, it is still a set of binary patterns. The top block represents the starting point, which for this simple example is labeled Untitled. The next block represents a command to the robot to

forces that increase with speed (Figure 769) These bearings are also inherently more stable than self-acting bearings as the speed at which whirl occurs greatly increases, due to an increased film stiffness [34] The performance of a hybrid bearing can be approximated by superpositioning the aerostatic and aerodynamic load components The performance of the bearing is indicated by the compressibility number 2

Fig. 7-13.

with the supply pressure and the number of jets in annular bearings [3]

01 Simple orifices with circular pockets e = 05 For e = 09 multiply C L by 165 0 0 05 10 15 20 25 30

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