ࡱ>  bjbj hhz\Vnn45555)T5}}}}}$= p*"*}}3C@8}}}RD^5Y0 "   ** n w: Chapter 33 Problems 1, 2, 3 = straightforward, intermediate, challenging Section 33.1 AC Sources Section 33.2 Resistors in an AC Circuit 1. The rms output voltage of an AC source is 200 V and the operating frequency is 100 Hz. Write the equation giving the output voltage as a function of time. 2. (a) What is the resistance of a lightbulb that uses an average power of 75.0 W when connected to a 60.0-Hz power source having a maximum voltage of 170 V? (b) What If? What is the resistance of a 100-W bulb? 3. An AC power supply produces a maximum voltage Vmax = 100 V. This power supply is connected to a 24.0- resistor, and the current and resistor voltage are measured with an ideal AC ammeter and voltmeter, as shown in Figure P33.3. What does each meter read? Note that an ideal ammeter has zero resistance and that an ideal voltmeter has infinite resistance.  Figure P33.3 4. In the simple AC circuit shown in Figure 33.2, R = 70.0  and v = Vmax sin t. (a) If vR = 0.250 Vmax for the first time at t = 0.0100 s, what is the angular frequency of the source? (b) What is the next value of t for which vR = 0.250 Vmax? 5. The current in the circuit shown in Figure 33.2 equals 60.0% of the peak current at t = 7.00 ms. What is the smallest frequency of the source that gives this current? 6. Figure P33.6 shows three lamps connected to a 120-V AC (rms) household supply voltage. Lamps 1 and 2 have 150-W bulbs; lamp 3 has a 100-W bulb. Find the rms current and resistance of each bulb.  Figure P33.6 7. An audio amplifier, represented by the AC source and resistor in Figure P33.7, delivers to the speaker alternating voltage at audio frequencies. If the source voltage has an amplitude of 15.0 V, R = 8.20 , and the speaker is equivalent to a resistance of 10.4 , what is the time-averaged power transferred to it?  Figure P33.7 Section 33.3 Inductors in an AC Circuit 8. An inductor is connected to a 20.0-Hz power supply that produces a 50.0-V rms voltage. What inductance is needed to keep the instantaneous current in the circuit below 80.0 mA? 9. In a purely inductive AC circuit, as shown in Figure 33.6, Vmax = 100 V. (a) The maximum current is 7.50 A at 50.0 Hz. Calculate the inductance L. (b) What If? At what angular frequency  is the maximum current 2.50 A? 10. An inductor has a 54.0- reactance at 60.0 Hz. What is the maximum current if this inductor is connected to a 50.0-Hz source that produces a 100-V rms voltage? 11. For the circuit shown in Figure 33.6, Vmax = 80.0 V,  = 65.0 rad/s, and L = 70.0 mH. Calculate the current in the inductor at t = 15.5 ms. 12. A 20.0-mH inductor is connected to a standard electrical outlet (Vrms = 120 V; f = 60.0 Hz). Determine the energy stored in the inductor at t = (1/180) s, assuming that this energy is zero at t = 0. 13. Review problem. Determine the maximum magnetic flux through an inductor connected to a standard electrical outlet (Vrms = 120 V, f = 60.0 Hz). Section 33.4 Capacitors in an AC Circuit 14. (a) For what frequencies does a 22.0-F capacitor have a reactance below 175 ? (b) What If? Over this same frequency range, what is the reactance of a 44.0-F capacitor? 15. What is the maximum current in a 2.20-F capacitor when it is connected across (a) a North American electrical outlet having Vrms = 120 V, f = 60.0 Hz, and (b) What If? a European electrical outlet having Vrms = 240 V, f = 50.0 Hz? 16. A capacitor C is connected to a power supply that operates at a frequency f and produces an rms voltage V. What is the maximum charge that appears on either of the capacitor plates? 17. What maximum current is delivered by an AC source with Vmax = 48.0 V and f = 90.0 Hz when connected across a 3.70-F capacitor? 18. A 1.00-mF capacitor is connected to a standard electrical outlet (Vrms = 120 V; f = 60.0 Hz). Determine the current in the capacitor at t = (1/180) s, assuming that at t = 0, the energy stored in the capacitor is zero. Section 33.5 The RLC Series Circuit 19. An inductor (L = 400 mH), a capacitor (C = 4.43 F), and a resistor (R = 500 ) are connected in series. A 50.0-Hz AC source produces a peak current of 250 mA in the circuit. (a) Calculate the required peak voltage Vmax. (b) Determine the phase angle by which the current leads or lags the applied voltage. 20. At what frequency does the inductive reactance of a 57.0-H inductor equal the capacitive reactance of a 57.0-F capacitor? 21. A series AC circuit contains the following components: R = 150 , L = 250 mH, C = 2.00 F and a source with Vmax = 210 V operating at 50.0 Hz. Calculate the (a) inductive reactance, (b) capacitive reactance, (c) impedance, (d) maximum current, and (e) phase angle between current and source voltage. 22. A sinusoidal voltage v(t) = (40.0 V) sin(100t) is applied to a series RLC circuit with L = 160 mH, C = 99.0 F, and R = 68.0 . (a) What is the impedance of the circuit? (b) What is the maximum current? (c) Determine the numerical values for Imax, , and  in the equation i(t) = Imax sin(t  ). 23. An RLC circuit consists of a 150- resistor, a 21.0-F capacitor, and a 460-mH inductor, connected in series with a 120-V, 60.0-Hz power supply. (a) What is the phase angle between the current and the applied voltage? (b) Which reaches its maximum earlier, the current or the voltage? 24. Four circuit elementsa capacitor, an inductor, a resistor, and an AC sourceare connected together in various ways. First the capacitor is connected to the source, and the rms current is found to be 25.1 mA. The capacitor is disconnected and discharged, and then connected in series with the resistor and the source, making the rms current 15.7 mA. The circuit is disconnected and the capacitor discharged. The capacitor is then connected in series with the inductor and the source, making the rms current 68.2 mA. After the circuit is disconnected and the capacitor discharged, all four circuit elements are connected together in a series loop. What is the rms current in the circuit? 25. A person is working near the secondary of a transformer, as shown in Figure P33.25. The primary voltage is 120 V at 60.0 Hz. The capacitance Cs, which is the stray capacitance between the hand and the secondary winding, is 20.0 pF. Assuming the person has a body resistance to ground Rb = 50.0 k, determine the rms voltage across the body. (Suggestion: Redraw the circuit with the secondary of the transformer as a simple AC source.)  Figure P33.25 26. An AC source with Vmax = 150 V and f = 50.0 Hz is connected between points a and d in Figure P33.26. Calculate the maximum voltages between points (a) a and b, (b) b and c, (c) c and d, and (d) b and d.  Figure P33.26 27. Draw to scale a phasor diagram showing Z, XL, XC, and  for an AC series circuit for which R = 300 , C = 11.0 F, L = 0.200 H, and f = (500/) Hz. 28. In an RLC series circuit that includes a source of alternating current operating at fixed frequency and voltage, the resistance R is equal to the inductive reactance. If the plate separation of the capacitor is reduced to half of its original value, the current in the circuit doubles. Find the initial capacitive reactance in terms of R. 29. A coil of resistance 35.0  and inductance 20.5 H is in series with a capacitor and a 200-V (rms), 100-Hz source. The rms current in the circuit is 4.00 A. (a) Calculate the capacitance in the circuit. (b) What is Vrms across the coil? Section 33.6 Power in an AC Circuit 30. The voltage source in Figure P33.30 has an output of Vrms = 100 V at  = 1 000 rad/s. Determine (a) the current in the circuit and (b) the power supplied by the source. (c) Show that the power delivered to the resistor is equal to the power supplied by the source.  Figure P33.30 31. An AC voltage of the form v = (100 V) sin(1000t) is applied to a series RLC circuit. Assume the resistance is 400 , the capacitance is 5.00 F, and the inductance is 0.500 H. Find the average power delivered to the circuit. 32. A series RLC circuit has a resistance of 45.0  and an impedance of 75.0 . What average power is delivered to this circuit when Vrms = 210 V? 33. In a certain series RLC circuit, Irms = 9.00 A, Vrms = 180 V, and the current leads the voltage by 37.0. (a) What is the total resistance of the circuit? (b) Calculate the reactance of the circuit (XL XC). 34. Suppose you manage a factory that uses many electric motors. The motors create a large inductive load to the electric power line, as well as a resistive load. The electric company builds an extra-heavy distribution line to supply you with a component of current that is 90 out of phase with the voltage, as well as with current in phase with the voltage. The electric company charges you an extra fee for reactive volt-amps, in addition to the amount you pay for the energy you use. You can avoid the extra fee by installing a capacitor between the power line and your factory. The following problem models this solution. In an RL circuit, a 120-V (rms), 60.0-Hz source is in series with a 25.0-mH inductor and a 20.0- resistor. What are (a) the rms current and (b) the power factor? (c) What capacitor must be added in series to make the power factor 1? (d) To what value can the supply voltage be reduced, if the power supplied is to be the same as before the capacitor was installed? 35. Suppose power  is to be transmitted over a distance d at a voltage V with only 1.00% loss. Copper wire of what diameter should be used for each of the two conductors of the transmission line? Assume the current density in the conductors is uniform. 36. A diode is a device that allows current to be carried in only one direction (the direction indicated by the arrowhead in its circuit symbol). Find in terms of V and R the average power delivered to the diode circuit of Figure P33.36.  Figure P33.36 Section 33.7 Resonance in a Series RLC Circuit 37. An RLC circuit is used in a radio to tune into an FM station broadcasting at 99.7 MHz. The resistance in the circuit is 12.0 , and the inductance is 1.40 H. What capacitance should be used? 38. The tuning circuit of an AM radio contains an LC combination. The inductance is 0.200 mH, and the capacitor is variable, so that the circuit can resonate at any frequency between 550 kHz and 1 650 kHz. Find the range of values required for C. 39. A radar transmitter contains an LC circuit oscillating at 1.00 1010 Hz. (a) What capacitance will resonate with a one-turn loop of inductance 400 pH at this frequency? (b) If the capacitor has square parallel plates separated by 1.00 mm of air, what should the edge length of the plates be? (c) What is the common reactance of the loop and capacitor at resonance? 40. A series RLC circuit has components with following values: L = 20.0 mH, C = 100 nF, R = 20.0 , and Vmax = 100 V, with v = Vmax sin t. Find (a) the resonant frequency, (b) the amplitude of the current at the resonant frequency, (c) the Q of the circuit, and (d) the amplitude of the voltage across the inductor at resonance. 41. A 10.0- resistor, 10.0-mH inductor, and 100-F capacitor are connected in series to a 50.0-V (rms) source having variable frequency. Find the energy that is delivered to the circuit during one period if the operating frequency is twice the resonance frequency. 42. A resistor R, inductor L, and capacitor C are connected in series to an AC source of rms voltage V and variable frequency. Find the energy that is delivered to the circuit during one period if the operating frequency is twice the resonance frequency. 43. Compute the quality factor for the circuits described in Problems 22 and 23. Which circuit has the sharper resonance? Section 33.8 The Transformer and Power Transmission 44. A step-down transformer is used for recharging the batteries of portable devices such as tape players. The turns ratio inside the transformer is 13:1 and it is used with 120-V (rms) household service. If a particular ideal transformer draws 0.350 A from the house outlet, what are (a) the voltage and (b) the current supplied to a tape player from the transformer? (c) How much power is delivered? 45. A transformer has N1 = 350 turns and N2 = 2 000 turns. If the input voltage is v(t) = (170 V) cos t, what rms voltage is developed across the secondary coil? 46. A step-up transformer is designed to have an output voltage of 2200 V (rms) when the primary is connected across a 110-V (rms) source. (a) If the primary winding has 80 turns, how many turns are required on the secondary? (b) If a load resistor across the secondary draws a current of 1.50 A, what is the current in the primary, assuming ideal conditions? (c) What If? If the transformer actually has an efficiency of 95.0%, what is the current in the primary when the secondary current is 1.20 A? 47. In the transformer shown in Figure P33.47, the load resistor is 50.0 . The turn ratio N1:N2 is 5:2, and the source voltage is 80.0 V (rms). If a voltmeter across the load measures 25.0 V (rms), what is the source resistance Rs?  Figure P33.47 48. The secondary voltage of an ignition transformer in a furnace is 10.0 kV. When the primary operates at an rms voltage of 120 V, the primary impedance is 24.0  and the transformer is 90.0% efficient. (a) What turns ratio is required? What are (b) the current in the secondary and (c) the impedance in the secondary? 49. A transmission line that has a resistance per unit length of 4.50 10 4 /m is to be used to transmit 5.00 MW over 400 miles (6.44 105 m). The output voltage of the generator is 4.50 kV. (a) What is the line loss if a transformer is used to step up the voltage to 500 kV? (b) What fraction of the input power is lost to the line under these circumstances? (c) What If? What difficulties would be encountered in attempting to transmit the 5.00 MW at the generator voltage of 4.50 kV? Section 33.9 Rectifiers and Filters 50. One particular plug-in power supply for a radio looks similar to the one shown in Figure 33.23 and is marked with the following information: Input 120 V AC 8 W Output 9 V DC 300 mA. 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