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The SMPS circuit of Fig. 10-6 is a buck-boost converter. The value of output voltage for this converter may either be less than or greater than the input voltage, depending on the value of duty cycle D. Unlike the buck and boost converters, the buck-boost converter produces an output voltage with polarity opposite to input voltage V1 . The polarity of v2 and the direction of I2 in Fig. 10-6 are chosen so that V2 hv2 i ! 0 and I2 ! 0.

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11 Dec 2012 ... Eclipse Birt Barcode Generator Add-In was developed exclusively by ... Supported linear barcodes: Code 39, Code 128 , EAN - 128 / GS1 128 , ...

Solved Problem 12.1 Below is an example of a note receivable. July 1, 2002 I, Megan MacLaren, promise to pay Concord, Inc., $900, 90 days from date, at 14 percent interest. Megan MacLaren (a) Who is the maker of the note (b) Who is the payee of the note (c) What is the maturity date of the note (d) What is the maturity value of the note Solution: (a) Megan MacLaren; (b) Concord, Inc.; (c) September 29; (d) $931.50 Solved Problem 12.2 Determine the interest on the following notes: (a) $750 principal, 14 percent interest, 96 days; (b) $800 principal, 12 per cent interest, 90 days.

f (x)dx = f (c)

Fig. 10-6

CHAP. 10]

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To evaluate a de nite integral by the fundamental theorem, an antiderivative f (x) dx is required. It was seen in 29 that the substitution of a new variable u may be useful in nding f (x) dx. When the substitution is made in the de nite integral too, the limits of integration a and b must be replaced by the corresponding values of u.

For a large value of capacitor C, reasonable approximations are that the time-varying component of iD ows through C and that the voltage across RL is constant. For periodic switching of Q, voltage vL and current iC are periodic after initial transients subside. As a direct consequence of the preceding approximations, vL and iL can be appropriately determined by (10.1) and (10.2) when Q is ON (let VC 0 and by (1) and (2) of Example 10.1 when Q is OFF. Since load current I2 is the average value of iD , iC iD I2 . Figure 10-7 shows sketches of the resulting waveforms for vL ; iL ; iC ; and iD .

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Based on (10.3) and the vL waveform of Fig. 10-7, V1 DTs V2 1 D Ts Rearrangement gives the ideal buck-boost converter voltage gain as GV V2 D V1 1 D 10:9

1 0

As with the boost converter, the buck-boost converter gain is not a linear function of duty cycle D. Further, (10.9) shows that the ideal gain GV approaches in nity as D approaches 1. When parasitic 0 resistances of the inductor and capacitor are considered, the actual gain GV departs signi cantly from the ideal gain for values of D > 0:75. (See Problem 10.14.) The common case of continuous current iL exists only if the value of L ! Lc (critical inductance) that results in marginally continuous conduction for iL . For such case, Imin 0 in Fig. 10-7 and iL 0 0. By application of (10.2), iL t V1 t Lc 0 t DTs

Solution: (a) $750 14% 14% 14% 12% 12% 60 days 30 days 6 days 96 days 60 days 30 days 90 $17.50 8.75 1.75 $28.00 $16.00 8.00 $24.00

Evaluate for t DTs and use (10.9) to yield Imax iL DTs For the triangular waveform of iD , I2 hiD i 1 1 D Ts V I 2 1 D 2 Ts 2 max Ts 2Lc V1 V 1 D DTs 2 Ts Lc Lc

Let u = 5x + 4; then du = 5 dx. Consider the limits of integration: when x = 0, u = 4; when x = 1, u = 9. Therefore,

But I2 V2 =RL which can be equated to the above expression for I2 . After rearrangement, Lc 1 D 2 Ts RL 1 D 2 RL 2 2fs 10:10

Example 10.4. A buck-boost converter with a 30-kHz switching frequency is operating with D 0:25. connected load is described by RL 10 . Find the value of critical inductance so that iL is continuous. By (10.10),

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