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Observe that Av % hfb RL =hib , and the output and input voltages are in phase because hfb < 0. (c) By direct analogy with Fig. 6-5(b) and (6.47) Zin hib It is apparent that Zin % hib . (d) By analogy with Fig. 6-5(b) and (6.50), Zo 1 1 1:07 M hob hfb hrb =hib 8 10 7 0:99 4 10 6 =30 6:54 hrb hfb RL 4 10 6 0:99 20 103 30 30:08 1 hob RL 1 8 10 7 20 103 6:53

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Note that Zo is decreased because of the feedback from the output mesh to the input mesh through hrb vcb .

1 2 4

CHAP. 6]

Based on the typical values of this example, the characteristics of the CB ampli er can be summarized as follows: 1. 2. 3. 4. 5. 6. Current gain of less than 1 High voltage gain Power gain approximately equal to voltage gain No phase shift for current or voltage Small input impedance Large output impedance

Hence, since /8 is an acute angle, cos = 8 2+ 2 (2)

Figure 6-7(a) shows a CC ampli er with the bias network omitted. circuit is drawn in Fig. 6-7(b).

Note!

RL L L _

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(b) Writing 210 = 180 + 30 , we have, by Theorem 26.6, cos 210 = cos (180 + 30 ) = cos 180 cos 30 sin 180 sin 30 1 3 3 (0) = = 1 2 2 2 (c) Using the previously derived value cos 135 = 2/2, we have, from Theorem 26.1, sin2 135 = 1 cos2 135 = 1 Hence, since 135 is in the second quadrant, sin 135 = + 2 2 = 4 2 2 2

_ Zo (b)

C _ (a)

2 2 = 4 4

Fig. 6-7

Example 6.4. In the CC ampli er of Fig. 6-7(b), let hic 1 k ; hrc 1; hfc 101; hoc 12 S, and RL 2 k . Drawing direct analogies with the CE ampli er of Example 6.2, nd expressions for the (a) current-gain ratio Ai , (b) voltage-gain ratio Av , (c) input impedance Zin , and (d) output impedance Zo . (e) Evaluate this typical CC ampli er. (a) In parallel with (6.43), Ai hfc 101 98:6 1 hoc RL 1 12 10 6 2 103 6:55

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With the data for the income statement and bal ance sheet already proved out on the worksheet, these statements can be prepared more quickly.

(d) 17 cannot be expressed in terms of more familiar angles (such as 30 , 45 , 60 ) in such a way as to allow the application of any of our formulas. We must then use the cosine table in Appendix D, which gives 0.9563 as the value of cos 17 . This is an approximation, correct to four decimal places.

Note that Ai % hfc , and that the input and output currents are in phase because hfc < 0. (b) In parallel with (6.46), Av hfc RL 101 2 103 0:995 hic RL hic hoc hfc hrc 1 103 2 103 1 103 12 10 6 101 1 6:56

Observe that Av % 1= 1 hic hoc =hfc % 1. Since the gain is approximately 1 and the output voltage is in phase with the input voltage, this ampli er is commonly called a unity follower. (c) In parallel with (6.47), Zin hic Note that Zin % hfc =hoc . (d) In parallel with (6.50), Zo Note that Zo % hic =hfc . 1 1 9:9 hoc hfc hrc =hic 12 10 6 101 1 = 1 103 hrc hfc RL 1 101 2 103 1 103 8:41 M 1 hoc RL 1 12 10 6 2 103 6:57

Refer to Fig. 26-9. Let D be the foot of the perpendicular from A to the x-axis. Let F be the point on the ray OA at a unit distance from the origin. Then, F = (cos , sin ). If E is the foot of the perpendicular from F to the x-axis, we have OE = cos Now, ADO is similar to FEO (by the AA criterion), whence OD OA AD = = OE OF FE or x r y = = cos 1 sin FE = sin

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