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Tab Electronics Guide to Understanding Electricity ... - Sciences Club

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Basic Electrical Concepts<br />

75<br />

the remaining 6 volts of the 9-volt source must appear across the two<br />

node connection points. Therefore, there is 6 volts across R1, and the<br />

same 6 volts also appear across the series combination of R2 and R3.<br />

At this point, the current through R2 and R3 can be calculated. Since<br />

they are in series, their resistance values are added:<br />

R <strong>to</strong>tal<br />

R 1<br />

R 2<br />

1 Kohm 1 Kohm 2 Kohm<br />

The voltage across the series combination of R2 and R3 was previously<br />

determined <strong>to</strong> be 6 volts. Therefore, the current flow through them<br />

can be calculated using Eq. (2-2):<br />

E 6 volts<br />

I 3 milliamps or 0.003 amps<br />

R 2 Kohm<br />

(Remember, 2 Kohm 2000 ohms.)<br />

Now that you know the current flow through the R2-R3 leg <strong>to</strong> be 3<br />

milliamps, you also know that the remaining 7 milliamps (of the <strong>to</strong>tal<br />

10-milliamp current flow) must flow through the R1 leg. Since you previously<br />

determined the voltage across R1 <strong>to</strong> be 6 volts, you now have two<br />

electrical variables relating specifically <strong>to</strong> R1 from which <strong>to</strong> calculate its<br />

resistance. Using Eq. (2-3), we have<br />

E 6 volts<br />

R <br />

857 ohms (rounded off from 857.14 ohms)<br />

I 7 milliamps<br />

Of what practical value is this exercise This exercise is primarily<br />

intended <strong>to</strong> help you understand and develop the concept of conceptualizing<br />

a circuit, regardless of how it happens <strong>to</strong> be illustrated. Take a few<br />

moments <strong>to</strong> compare Fig. 2-23c and b, and pay particular attention <strong>to</strong><br />

how you can prove both circuits <strong>to</strong> be electrically identical by following<br />

the current flow path(s) throughout the circuits. It is a common<br />

fault <strong>to</strong> focus one’s mind on the size, position, or proximity of components<br />

when attempting <strong>to</strong> analyze a schematic when, in reality, these<br />

fac<strong>to</strong>rs have little <strong>to</strong> do with circuit analysis. Until you become more<br />

accomplished at conceptualizing circuits, it is helpful <strong>to</strong> begin at one of<br />

the source terminals and methodically follow the current flow<br />

through the circuit, paying close attention <strong>to</strong> connection points, called<br />

nodes, in which the current will divide or sum.<br />

Exercise 13 Referring <strong>to</strong> Fig. 2-24a, what should the resistance values of<br />

R1 and R2 be It should be relatively obvious that this circuit consists of

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