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Find the Thevenin equivalent voltage and impedance looking into port 1 of the circuit of Fig. 1-20 if RL is replaced with a current-controlled voltage source such that V2 I1 , where is a constant.

1

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As in Problem 1.16, VTh V1 jI1 0 z22 I2 But if I1 0, (1.9) and the de ning relationship for the controlled source lead to V2 I1 0 z22 I2 from which I2 0 and, hence, VTh 0. Now we let V1 Vdp , so that I1 Idp , and we determine ZTh as the driving-point impedance. From (1.8), (1.9), and the de ning relationship for the controlled source, we have V1 Vdp z11 Idp z12 I2 V2 Idp z21 Idp z22 I2 Solving (2) for I2 and substituting the result into (1) yields Vdp z11 Idp z12 from which Thevenin impedance is found to be ZTh Vdp z11 z22 z12 z21 z22 Idp z21 Idp z22 1 2

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These transactions could be analyzed and recorded as follows: Assets Cash + $5,000 = = = = = = Accounts Payable $100 Incitti, Capital $500 Accounts Payable + $500 Fees Income + $2,000 Liabilities + Capital Incitti, Capital + $5,000

CHAP. 1]

2

The periodic current waveform of Fig. 1-21 is composed of segments of a sinusoid. Find (a) the average value of the current and (b) the rms (e ective) value of the current.

Fig. 1-21 (a) Because i t 0 for 0 !t < , the average value of the current is, according to (1.20), 1 I Im 1 cos I0 I sin !t d !t m cos !t !t m

8 10 11

(b) By (1.21) and the identity sin2 x 1 1 cos 2x , 2 1 2 I2 Im sin2 !t d !t m 1 cos 2!t d !t I2 2 2 2 I 1 I 1 m !t sin 2!t m sin 2 2 2 2 2 !t s 1 sin 2 2 I Im 2

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Assume that the periodic waveform of Fig. 1-22 is a current (rather than a voltage). (a) the average value of the current and (b) the rms value of the current.

Notice that for every transaction, two entries are made. After every trans action, the accounting equation remains balanced.

So long as iZ ! 0:1IZ , a regulated value of vo can be achieved by adjustment of R2 . (b) Regulation is preserved and the diode current iZ iS i1 does not exceed its rated value IZ if 0:1IZ iS i1 IZ or 0:1IZ VS VZ VZ RS R1 IZ

3 4

The circuit of Fig. 9-18(a) is a limiter; it reduces the signal gain to some limiting level rather than imposing the abrupt clamping action of the circuit of Problem 9.8. (a) Determine the limiting value V of vo at which the diode D becomes forward-biased, thus establishing a second feedback

CHAP. 9]

15 25

+V i4 R4 R3 _

Slope = _

Summary

25 27 30 31

Vl R3 R2 Slope = _ R2 + R3 R1 (b)

Fig. 9-18

5 6

path through R3 . Assume an ideal op amp and a diode characterized by Fig. 2-2(a). (b) Determine the relationship between vo and vS , and sketch the transfer characteristic.

(a) The diode voltage vD is found by writing a loop equation. Since the inverting input is a virtual ground, vo appears across R2 and vD vo i3 R3 vo When vD 0; vo V , and (1) gives V R3 V R4 2 V vo R R3 R4 3 1

38 44

(b) For vo > V , the diode blocks and R2 constitutes the only feedback path. Since i1 i2 , vS v o R1 R2 3

1. 2. 3. 4. 5. 6. 7. The accounting equation is _______ = ________ + ________. Items owned by a business that have monetary value are ______. _________ is the interest of the owners in a business. Money owed to an outsider is a(n) _________. The difference between assets and liabilities is ___________. An investment in the business increases _______ and ________. To purchase on account is to create a ___________.

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