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The ampli er of Fig. 7-30 is a common-grid ampli er. By nding a Thevenin equivalent for the network to the right of G; K and another for the network to the left of RP , verify that the small-signal circuit of Fig. 7-31 is valid. Then, (a) nd an expression for the voltage gain; (b) evaluate the voltage gain for the typical values 20; rp 5 k ; RK 1 k ; and RP 15 k ; c nd the input resistance Rin ; and (d) nd the output resistance Ro . Ans: a Av 1 RP = RP rp 1 RK ; b 7:7; c Rin 1:95 k ; d Ro 26 k

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Nonzero exit code ( 128 ) running git. · Issue #14 · sbt/sbt-ghpages ...
23 Sep 2015 ... Thread.run(Thread. java :745) [error] (*:ghpagesUpdatedRepository) Nonzero exit code ( 128 ) running git. [error] Total time: 0 s, completed Sep ...

(VII)

Fig. 9-20

i2 C/2

i3 _ + + Lo _

ax a x = x b b By (VI),

Summary

V 1 1

and, by current division, I2 R=2 sRC sC sRC 4 s2 RC 2 Vo I V 2=sC R=2 3 sRC 4 4 sRC 2 o 4 sRC 2

(VIII)

Equating the two expressions for I2 yields a Laplace-domain expression relating Vo and Vi : Vo or, after inverse transformation, vo 4 RC 2 vi dt dt 4 Vi s2 R2 C 2 1

The circuit of Fig. 9-22 is, in essence, a noninverting ampli er with a feedback impedance ZN and is known as a negative-impedance converter (NIC). Find the Thevenin or driving-point impedance to the right of the input terminals, and explain why such a name is appropriate.

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By Theorem 35.3 and the chain rule, d g(x) e = eg(x) g (x) dx Thus, eg(x) is a particular antiderivative of g (x)eg(x) , and so eg(x) + C is the general antiderivative.

iP _

1. When inventory is physically counted at the end of an accounting period, we have the ________ method. 2. The _______ inventory method is most commonly used in retail establishments. 3. In a rising market, net income under ______ would be smaller, thus producing a smaller tax. 4. The inventory method based on the concept that the unit of cost of merchandise sold is the average of all expenditures for inventory is known as ________. 5. Of the two methods of estimation, the _______ is less reliable as an indicator of the inventory. Answers: 1. periodic; 2. periodic; 3. LIFO; 4. weighted average; 5. gross pro t method

Fig. 9-22

(a) ln y = ln x x = x ln x. Now differentiate,

At the inverting node, the phasor input current is given by Ii IN so that Since Vd % 0; Vi Vo ZN (1)

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Observe that if ZP ZN , then the impedance Z appears to be converted to the negative of its value; hence the name. See Problem 9.16 for another example.

xx ;

(a) Describe a circuit arrangement that makes use of the NIC of Problem 9.15 and Fig. 9-22, with only resistors and capacitors, to simulate a pure inductor. (b) If only four 10-k resistors and a 0.01- F capacitor are available for use in the circuit, determine the value of L that can be simulated.

(a) Consider the circuit of Fig. 9-23.

1 dy 1 = xDx ln x + Dx (x) ln x = x + 1 ln x = 1 + ln x y dx x dy = y 1 + ln x = x x 1 + ln x dx (b) ln y = ln x+1 e5x ln 2 x = ln x + 1 + ln e5x x ln 2

Solved Problem 10.1 The inventory information of a product is given below: Jan. 1 Feb. 16 Mar. 4 Oct. 15 Inventory Purchase Purchase Purchase 12 units 8 units 15 units 10 units $15 16 18 20

According to (3) of Problem 9.15,

CHAP. 9]

Fig. 9-23

1/2

The logarithmic ampli er of Fig. 9-7 has two undesirable aspects: VT and Io are temperaturedependent, and ln RIo may not be negligibly small. A circuit that can overcome these shortcomings is presented in Fig. 9-24. Show that if Q1 and Q2 are matched transistors, then vo is truly proportional to ln vS .

Q2 + + _

= ln x+1 Differentiate,

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