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SMALL-SIGNAL CHARACTERISTICS V 6 =Vs 9:000E 00 INPUT RESISTANCE AT Vs 1:483E 08 OUTPUT RESISTANCE AT V 6 7:357E 02 There is no voltage drop across Rs . Therefore, V 2 Vs and the overall gain is V 6 =Vs V 2 =Vs 9. current drawn by R1 is provided through the feedback resistor Rf .

4.8)2

!2.96

Independent AC Sources Independent ac sources are described by a statement with the following syntax: hnamei hnodesi AC hmagnitudei hphase in degreesi

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s2 a f (x n x)2 # 15(162 4130 63 Then s algebra. !65.6 (lb)2 150)2 20(148 15 150)2 20 10(153 150)2 10 18 18(140 150)2

Voltage sources begin with V and current sources with I. The convention for direction is the same as that for dc sources.

65.6 in units pounds square or (pounds)2 8.10 lb, where we have used the fact that units follow the usual laws of

5.38. Find the standard deviation of the heights of the 100 male students at XYZ University. See Problem 5.33.

EXAMPLE 15.13 Write data statements for the sources shown in Fig. 15-13.

By the fourth test case, every statement has been executed. This set of test cases is not the smallest set that would cover every statement. However, finding the smallest test set would often not find a good test set.

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# From Problem 5.33, X s 67.45 inches. The work can be arranged as in Table 5-10. a f (x n x)2 # 852.7500 100 28.5275 2.92 inches

Fig. 15-13 AC Source Voltage Current hnamei Vs Is hnodesi 2 1 3 4 htypei AC AC hmagnitudei 14 2.3 hphasei 45 105

Table 5-10

Height (inches) 60 62 63 65 66 68 69 71 72 74 Class Mark (x) 61 64 67 70 73 x x x # 67.45 6.45 3.45 0.45 2.55 5.55 (x x)2 # Frequency ( f ) 5 18 42 27 8 n gf 100 f (x x)2 #

.AC Statement The .AC command sweeps the frequency of all ac sources in the circuit through a desired range or sets it at a desired value. The syntax is :AC hsweep typei hnumber of pointsi hstarting fi hending fi

41.6025 11.9025 0.2025 6.5025 30.8025

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For the ac steady state, hsweep typei is LIN. In order to have a single frequency, the starting and ending frequencies are set to the desired value and the number of points is set to one. .PRINT AC and .PLOT AC Statements The .PRINT AC statement prints the magnitude and phase of the steady-state output. The syntax is :PRINT AC hmagnitudesi hphasesi

208.0125 214.2450 8.5050 175.5675 246.4200 g f (x x)2 # 852.7500

A more thorough test criterion is every-branch testing, which is often called C1 test coverage. In this criterion, the goal is to go both ways out of every decision.

As in Problem 5.34, we have xj a x # cuj and a c a fjuj n a cu #

The magnitudes and phases of voltages are Vm(variable) and Vp(variable), respectively, and the magnitudes and phases of currents are Im(variable) and Ip(variable), respectively. The syntax for .PLOT AC is similar to that for .PRINT AC.

Then s2 1 n a fj(xj x)2 # 1 n a fj(cuj c2 n a fj(uj c2 2 n a fj(uj c2 2 n a fjuj c2 c2 a fju2 j n a fju2 j n a fu n

EXAMPLE 15.14 In the series RLC circuit of Fig. 15-14(a) vary the frequency of the source from 40 to 60 kHz in 200 steps. Find the magnitude and phase of current I using .PLOT and .PROBE. The source le is AC analysis of series RLC, Fig. 15-14 Vs 1 0 AC 1 0 R 1 2 32 L 2 3 2m C 3 0 5n .AC LIN 200 40 k 60 k .PLOT AC Im(Vs) Ip(Vs) .PROBE Vm(1, 2) Vm(2,3) Vm(3) Im(Vs) .END

2uc2 # n a fjuj 2u2c2 # c2 c2u2 #

c2[u2 #

Ip(Vs)

u2] #

If we model the program of Example 10.3 as a control flow graph (see 2), this coverage criterion requires covering every arc in the control flow diagram. See Fig. 10-1. Arcs ABC D ABC E

The graph of the frequency response, plotted by Probe, is shown in Fig. 15-14(b).

5.40. Use the coding formula of Problem 5.39 to find the standard deviation of heights in Problem 5.33.

Fig. 15-14

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To insert bar codes into a Microsoft Excel document please follow these steps:
To insert bar codes into a Microsoft Excel document please follow these steps:

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