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Since the op amp is ideal, the inverting terminal is a virtual ground, and vo appears across the parallelconnected feedback paths. There are two distinct possibilities: Case I: vS > 0. For vo < 0, Z2 is forward-biased and Z1 reverse-biased. The Zener feedback path is an open circuit until vo VZ1 ; then Z1 will limit vo at VZ1 so that no further negative excursion is possible. Case II: vS < 0. For vo > 0, Z1 is forward-biased and Z2 reverse-biased. The Zener feedback path acts as an open circuit until vo reaches VZ2 , at which point Z2 limits vo to that value. In summary, for both cases, 8 R >V > Z2 for vS < 1 VZ2 > > > R2 > > < R R1 R1 2 v for V vS V vo > R1 S R2 Z2 R2 Z1 > > > > R > > for vS > 1 VZ1 : VZ1 R2 Figure 9-16(b) gives the transfer characteristic.

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The circuit of Fig. 9-17 is an adjustable-output voltage regulator. Assume that the basic op amp is ideal. Regulation of the Zener is preserved if iZ ! 0:1IZ (Section 2.10). (a) Find the regulated output vo in terms of VZ . (b) Given a speci c Zener diode and the values of RS and R1 , over what range of VS would there be no loss of regulation

27.8 Find the period, frequency, and amplitude of each function, and sketch its graph. 1 4x (b) sin 3x (a) cos 3 2

+ VS iS R2 RS i1 a + VZ iZ _ + R1 _

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R2 is the same value as X. Thus, the outcome of a sequence of two XORs using the same value produces the original value. To see this feature of the XOR in ...

Solved Problem 8.1 The following selected accounts are taken from the ledger of Casey Mudd. Place indicate which statement Income State ment (I) or Balance Sheet (B) the account would appear on and whether the account should be debited (Dr.) or credited (Cr.). (a) Cash (b) Accounts Receivable (c) Accounts Payable (d) C. Mudd, Capital (e) C. Mudd, Drawing (f ) Fees Income (g) Depreciation Expense (h) Salaries Payable

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. High current gain Voltage gain of approximately unity Power gain approximately equal to current gain No current or voltage phase shift Large input impedance Small output impedance

27.9 Find the period, frequency, and amplitude of: 5x x (b) cos 2x (c) 5 sin (a) 2 sin 3 2 [Hint: In part (d), the function is even.] 27.10 Find all solution of the following equations: (a) sin x = 0

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Since SPICE models of the BJT (see 3) provide the device terminal characteristics, a transistor ampli er can be properly biased and a time-varying input signal can be directly applied to the completely modeled ampli er circuit. Any desired signal that results can be measured directly in the time domain to form signal ratios that yield current and voltage gains. With such modeling, any signal distortion that results from nonlinear operation of the BJT is readily apparent from inspection of signaltime plots. Such an analysis approach is the analytical equivalent of laboratory operation of the ampli er where the time plot of signals is analogous to oscilloscope observation of the ampli er circuit signals. SPICE capabilities also lend themselves to BJT ampli er analysis using the small-signal equivalent circuits. In such case, the voltage-controlled voltage source (VCVS) and the current-controlled current source (CCCS) introduced in Section 1.3 nd obvious application in the small-signal equivalent circuits of the type shown in Fig. 6-1. Either time-varying analysis (.TRAN command statement) or sinusoidal steady-state analysis (.AC command statement) can be performed on the small-signal equivalent circuit.

Example 6.5. For the ampli er of Fig. 3-10(a), let vi 0:25 sin 2000 t V; VCC 15 V; CC1 CC2 CC 100 F; R1 6 k ; R2 50 k ; RC RL 1 k ; and Ri RE 100 . The transistor is characterized by the model of Problem 5.4. Use SPICE methods to determine the CE hybrid parameters of (6.5) through (6.8) for this transistor at the point of operation. The netlist code below describes the circuit.

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