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Fig. 2-13 Example 2.10. In Fig. 2-13, vS Vm sin !t and the diode is ideal. Calculate the average value of vL . Only one cycle of vS need be considered. For the positive half-cycle, iD > 0 and, by voltage division, vL RL V sin !t VLm sin !t RL RS m

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Difference of cylindrical shells, 279 Differentiable function, 97 Differential, 165 Differentiation, 97 higher-order implicit, 172 implicit, 133 logarithmic, 289 Directed angle, 199 Discontinuity, 82 removable, 83 Displacement, 145, 242 Disk formula, 273 Distance formula, 10 Distance from a point to a line, 42 Division of polynomials, 61 Domain, 50 Double-angle formula, 208 e, 293 Ellipse, 17 Epsilon delta de nition, 69 Even function, 53 Exponential decay, 303 Exponential functions, 292, 293 tables, 354 Exponential growth, 303 Exponents, 124 Extreme-value theorem, 111 Extremum, absolute, 111 relative, 111 First derivative, 171 First-derivative test, 182 Free fall, 146 Frequency, 215 Function, 49 argument, 49 composite, 122 continuous, 82 decreasing, 138 differentiable, 97 domain, 50 even, 53 increasing, 138 integrable, 246 odd, 54 one-one, 309 periodic, 206 range, 50 rational, 76 step, 57 trigonometric, 203, 227 value, 49 Fundamental theorem of algebra, 56 Fundamental theorem of calculus, 254

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For the negative half-cycle, the diode is reverse-biased, iD 0, and vL 0. Hence, 1 2 1 V VL0 vL !t d !t V sin !t d !t Lm 2 0 2 0 Lm Although the half-wave recti er gives a dc output, current ows through RL only half the time, and the average value of the output voltage is only 1= 0:318 times the peak value of the sinusoidal input voltage. The output voltage can be improved by use of a full-wave recti er (see Problems 2.28 and 2.50). When recti ers are used as dc power supplies, it is desirable that the average value of the output voltage remain nearly constant as the load varies. The degree of constancy is measured as the voltage regulation, Reg which is usually expressed as a percentage. (no-load VL0 (full-load VL0 full-load VL0 2:6

CHAP. 2]

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Example 2.11. Find the voltage regulation of the half-wave recti er of Fig. 2-13. From Example 2.10, we know that V RL V Full-load VL0 Lm RL Rs m Realizing that RL ! 1 for no load, we may write V RL Vm m No-load VL0 lim RL !1 RL RS

2:7

14

Thus, the voltage regulation is Vm RL V RL RS m RS 100RS Reg % RL RL RL Vm RL RS Example 2.12. The half-wave recti er circuit of Fig. 2-14(a) forms a battery charger where the battery terminal voltage vb appears across the battery ideal voltage VB and the battery internal resistance RB . The source is a 15-V, 200-Hz trapezoidal waveform with equal rise and fall times of 0.5 ms. Use SPICE methods to determine the average value of the voltage appearing at the battery terminals Vb0 and the average value of current (I0 supplied to the battery.

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