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Refer to Fig 5-7 Suppose the battery voltage E is 180 V, and there are four resistances in the network such that R1 = 100 , R2 = 220 , R3 = 330 , and R4 = 470 What is the voltage E3 at P3 (a) 419 V (b) 138 V.

5-7 General arrangement for voltage divider circuit. Designators are discussed in the text. Also see quiz questions 19 and 20.

Figure 4-8 Mainframe computers in a clean room environment. No people work on this floor; the machines are controlled from another area.

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(c) 1.61 V (d) 2.94 V 20. Refer to Fig. 5-7. Suppose the battery voltage is 12 V, and you want to obtain intermediate voltages of 3.0 V, 6.0 V, and 9.0 V. Suppose that a maximum of 200 mA is allowed to be drawn from the battery. What should the resistances, R1, R2, R3, and R4 be, respectively (a) 15 , 30 , 45 , and 60 (b) 60 , 45 , 30 , and 15 (c) 15 , 15 , 15 , and 15 (d) There isn t enough information given here to design the circuit.

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The voltages at the various points increase according to the sum total of the resistances up to each point, in proportion to the total resistance, multiplied by the supply voltage. The voltage E1 is equal to E R1/R. The voltage E2 is equal to E (R1 R2)/R. The voltage E3 is E (R1 R2 R3)/R. You can mentally continue this process to get each one of the voltages at points all the way up to En E (R1 R2 R3 ... Rn)/R E R/R E 1 E.

94 Direct-current circuit analysis Usually there are only two or three intermediate voltages in a voltage-divider network. So designing such a circuit isn t as complicated as the above formulas might lead you to think. The following problems are similar to those encountered by electronic engineers.

ALL ELECTRICAL COMPONENTS, DEVICES, AND SYSTEMS HAVE SOME RESISTANCE. IN EVERYDAY PRACTICE, there is no such thing as a perfect electrical conductor. You ve seen some examples of circuits containing components that are deliberately designed to oppose the flow of current. These components are resistors. In this chapter, you ll learn all about them.

4

Problem 5-15

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Resistors play diverse roles in electrical and electronic equipment. Here are a few of the more common ways they are used.

ubiquitous, the applications for which computers could be used became more diverse. Soon a need arose for smaller machines that could be used in more specialized departmental applications, and in the 1970s, thanks to companies like Xerox, Digital Equipment Corporation (DEC), and Data General, the minicomputer was born (see Figure 4-12). The minicomputer made it possible for individual departments in a corporation or even small corporations to take charge of their own computer destinies and not be shackled to the centralized data centers of yore. It carried with it a price, of course. Not only did these companies or organizations lose their dependency on the data center, but they also lost the centralized support that came with it. So, this evolution had its downside.

In a transistorized amplifier, the battery supplies 9.0 V. The minus terminal is at common (chassis) ground. At some point, you need to get 2.5 V. Give an example of a pair of resistors that can be connected in series, such that 2.5 V will be provided at some point. See the schematic diagram of Fig. 5-8. There are infinitely many different combinations of resistances that will work here. You pick some total value, say R R1 R2 1000 . You know that the ratio R1:R will always be the same as the ratio E1:E. In this case E1 2.5 V, so E1:E 2.5/9.0 0.28. Therefore R1:R should be 0.28. Because R 1000 , this means R1 280 . The value of R2 will be the difference 1000 280 720 .

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