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EXAMPLE 9.1 The RL series circuit shown in Fig. 9-2 has a current i I sin !t. Obtain the voltage v across the two circuit elements and sketch v and i. vR RI sin !t di !LI sin !t 908 dt v vR vL RI sin !t !LI sin !t 908 vL L

hfe1 hfe2 RC1 RC2 Req Zin2 hie1 hie2 Req Ri Zin2 Zo1 h R 1500 5000 1153:8 Req ie1 B1 6500 hie1 RB1 Zo1 RC1 10 k h R 1500 5000 1153:8 Zin2 ie2 B2 6500 hie2 RB2

Fig. 2-34

Fig. 9-2 Since the current is a sine function and v V sin !t V sin !t cos V cos !t sin we have from the above v RI sin !t !LI sin !t cos 908 !LI cos !t sin 908 2 1

Then (c)

(2.8)

CHAP. 9]

40 40 10 103 20 103 1153:8 1153:8 7881:3 1500 1500 2153:8 1153:8 10 103

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(a) If Bill and Helen earn the same amount of money each hour and their rate of pay is increased by the same amount, then _____ . (b) In the past year, those stocks have tripled in value. If they had the same value last year, then _____ . (c) A week ago, there were two classes that had the same register. If the same number of pupils were dropped in each, then _____ . (d) Since 100 C and 212 F are the boiling temperatures of water, then _____ . (e) If two boards have the same length and each is cut into four equal parts, then _____ . (f) Since he has $2000 in Bank A, $3000 in Bank B and $5000 in Bank C, then _____ . (g) If three quarters and four nickels are compared with three quarters and two dimes, _____ . 2.9. Answer each of the following by stating the basic angle theorem needed. The questions refer to Fig. 2-35. (a) Why does mj 1 mj 2 mj ECB mj 6 mj 8 mj 10

Equating coe cients of like terms in (1) and (2), V sin !LI and V cos RI q v I R2 !L 2 sin !t arctan !L=R q !L V I R2 !L 2 and tan 1 R

The functions i and v are sketched in Fig. 9-3. The phase angle , the angle by which i lags v, lies within the range 08 908, with the limiting values attained for !L ( R and !L ) R, respectively. If the circuit had an applied voltage v V sin !t, the resulting current would be V i q sin !t R2 !L 2 where, as before, tan 1 !L=R .

(2.10)

The low-frequency cuto point is computed from the lag term in (8) of Problem 8.7: fL !L 1 1 14:3 Hz 2 2 C2 Zin2 Zo1 2 1 10 6 1153:8 10 103

Fig. 9-3

Fig. 2-35

The two coupling capacitors in the CB ampli er of Fig. 6-15 are identical and cannot be neglected. Assume hrb hob 0. (a) Find an expression for the voltage-gain ratio VL =VS . (b) Find an expression for the midfrequency voltage-gain ratio.

EXAMPLE 9.2 If the current driving a series RC circuit is given by i I sin !t, obtain the total voltage across the two elements. vR RI sin !t vC 1=!C sin !t 908

2.10. Determine the hypothesis and conclusion of each statement. (a) Stars twinkle. (b) Jet planes are the speediest. (c) Water boils at 212 F. (d) If it is the American flag, its colors are red, white, and blue. (e) You cannot learn geometry if you fail to do homework in the subject. (f) A batter goes to first base if the umpire calls a fourth ball.

(a) The small-signal low-frequency equivalent circuit is given in Fig. 8-18. Applying Ohm s law in the Laplace domain, we obtain IS VS sCC VS 1=sCC RE hib = RE hib sCC RE hib = RE hib 1

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