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When choosing a resistor for a particular application in an electrical or electronic device, it s important to get a unit that has the correct properties, or specifications. Here are some of the most important specifications to watch for.

According to a number of demographic studies conducted in the last 18 months, approximately 70 million households today host home office workers, and the number is growing rapidly. These include both telecommuters and those who are self-employed and work out of their homes. They require the ability to connect to remote local area networks (LANs) and corporate databases, retrieve e-mail, access the Web, and in some cases conduct videoconferences with colleagues and customers. The traditional bandwidth-limited local loop is not capable of satisfying these requirements with traditional modem technology. The dedicated private line service, which would solve the problem, is far too expensive as an option, and because it is dedicated, it is not particularly efficient. Other solutions are required, and these have emerged in the form of access technologies that take advantage of either a conversion to end-toend digital connectivity (Integrated Services Digital Network [ISDN]) or expanded capabilities of the traditional analog local loop (DSL or 56K modems). In some cases, a whole new architectural approach is causing excitement in the industry (Wireless Local Loop [WLL]). Finally, cable access has become a popular option as the cable infrastructure has evolved to a largely optical, all-digital system with high-bandwidth, twoway capabilities. We will discuss each of these options in the pages that follow.

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Problem 17-1

Ohmic Value In theory, a resistor can have any ohmic value from the lowest possible (such as a shaft of solid silver) to the highest (dry air) In practice, it is unusual to find resistors with values less than about 01 or more than about 100 M Resistors are manufactured with ohmic values in power-of-10 multiples of 10, 12, 15, 18, 22, 27, 33, 39, 47, 56, 68, and 82 Thus, you will often see resistors with values of 47 , 180 , 68 k , or 18 M , but hardly ever with values such as 384 , 454 k , or 7297 M In addition to these standard values, there are others that are used for resistors made with greater precision, or tighter tolerance These are power-of-10 multiples of 11, 1.

One of the most important words in telecommunications is virtual. It is used in a variety of ways, but in reality only has one meaning. If you see the word virtual associated with a technology or product, you should immediately say to yourself, it s a lie. A 56-Kbps modem is a good example of a virtual technology. These devices have attracted a great deal of interest since they were introduced a few years ago. Under certain circumstances, they do offer higher access speeds designed to satisfy the increasing demands of bandwidth-hungry applications and increasingly graphics-oriented Web pages. The problem they present is that they do not really provide true 56K access, even under the best of circumstances. 56K modems provide asymmetric bandwidth, with 56 Kbps delivered downstream toward the customer (sometimes) and significantly less

A circuit contains no reactance, but a pure resistance of 600 . What is the power factor Without doing any calculations, it is evident that PF 1, because PVA PT in a pure resistance. So PT/PVA 1. But you can also look at this by noting that the phase

3, 16, 20, 24, 30, 36, 43, 51, 62, 75, and 91 Tolerance The first set of numbers above represents standard resistance values available in tolerances of plus or minus 10 percent ( 10%) This means that the resistance might be as much as 10 percent more or 10 percent less than the indicated amount In the case of a 470- resistor, for example, the value can be larger or smaller than the rated value by as much as 47 , and still be within tolerance That s a range of 423 to 517 Tolerance is calculated according to the specified value of the resistor, not the actual value You might measure the value of a 470- resistor and find it to be 427 , and it would be within 10% of the specified value.

Calculation of power factor 311 angle is 0 degrees, because the current is in phase with the voltage. Using your calculator, find cos 0 1. Therefore, PF 1 100 percent. The vector for this case is shown in Fig. 17-5.

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