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Chapter 17 Engineering Electric Circuits: AC Electric ...

This is a copy of Homework #116 titled "Alternating Current" in " Chapter 14-DC Electric Circuits".I01. An ac voltage supply with a peak voltage of 180 V is applied across a ) What is the value of the peak current in the resistor?b.) What is the value of the rms current in the resistor?02. What is the peak current in a connected to a 240-V ac power source?03. Determine the resistance of the following 120-Vrmslight ) Wb.) Wc.) Wd.) 100 WII04. What is the peak current passing through a 100-W light bulb connected to a 120-V ac line?05. If the peak value of alternating current passing through a 1250-W Electric device is A, what is the rmsvoltage across it?06. What is the maximum instantaneous value of the power dissipated by a light bulb?07. A coil is connected to a 240-V ac ) What is the average power used by this coil?b.) What is the maximum value of the instantaneous power?

Chapter 17 Engineering Electric Circuits: AC Electric Circuits = 1

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Transcription of Chapter 17 Engineering Electric Circuits: AC Electric ...

1 This is a copy of Homework #116 titled "Alternating Current" in " Chapter 14-DC Electric Circuits".I01. An ac voltage supply with a peak voltage of 180 V is applied across a ) What is the value of the peak current in the resistor?b.) What is the value of the rms current in the resistor?02. What is the peak current in a connected to a 240-V ac power source?03. Determine the resistance of the following 120-Vrmslight ) Wb.) Wc.) Wd.) 100 WII04. What is the peak current passing through a 100-W light bulb connected to a 120-V ac line?05. If the peak value of alternating current passing through a 1250-W Electric device is A, what is the rmsvoltage across it?06. What is the maximum instantaneous value of the power dissipated by a light bulb?07. A coil is connected to a 240-V ac ) What is the average power used by this coil?b.) What is the maximum value of the instantaneous power?

2 C.) What is the minimum value of the instantaneous power? Chapter 17 Engineering Electric Circuits: AC Electric Alternating Current in a ResistorHomework # 145 ) Ab.) ) 360Wb.) 240Wc.) 192Wd.) ) 3840 Wb.) 7680 Wc.) 0 WI01. At what frequency will a _____?a.) capacitor have a reactance of ) 626-mH inductor have a reactance of kW?02. On the coordinate axes to the right, sketch a graph of reactance of a capacitoras a function of frequency from to Hz. What isXmaxfor this range?03. On the coordinate axes to the right and below, sketch a graph of reactance of a as a function of frequency from to Hz. What isXmaxfor this range?II04. At what frequency would the reactance of a inductor equal that of capacitor?05. A coil draws A of current from a 120-V ac power supply operating at is the inductance of this coil?06. A capacitor draws A of current from a 120-V ac power supply operating Hz.

3 What is the capacitance of this capacitor?07. For each of the following circuits, use the coordinate axes below to construct the graph ) A inductor is wired to a 120-V ac power supply operating at Hz. FindImaxand ) A inductor draws A from an ac power supply operating at Hz. FindVmaxand ) A capacitor is wired to a 120-V ac power supply operating at Hz. FindImaxand ) A capacitor draws A from an ac power supply operating at Hz. FindVmaxand The diagrams below show two possible arrangements, I and II, for two circuits, A and B, and a capacitor. In botharrangements assume the capacitance of the capacitor is very ) Which arrangement will allow an ac signal but not a dc signal from circuit A to B? Explain!!!b.) Which arrangement will allow a dc signal but not an ac signal from circuit A to B? Explain!!! Chapter 17 Engineering Electric Circuits: AC Electric Current in Inductors and CapacitorsHomework # 146f(Hz)XC(W)1000500 Xmax5001000f(Hz)XmaxXL(W)Problem 02 Problem 03 Imaxa.

4 Ttb.)Vmaxtc.)Imaxtd.)VmaxProblem 08 CircuitAArrangement ICircuitBSignalCCircuitACircuitBCSignalA rrangement ) Hzb.) 470 ) Ab.) 140 Vc.) Ad.) 804 ) Arrangement IIb.) Arrangement II01. An LRC circuit is designed such thatVL> ) Draw the resultant phasor ) Draw the phase angle,d, and indicate whether the emf of the circuit leads or lags the current ) Describe how the phase angle,d, can be calculated fromVR,VL, An LRC circuit is designed such thatVL< ) Draw the resultant phasor ) Draw the phase angle,d, and indicate whether the emf of the circuit leads or lags the current ) Describe how the phase angle,d, can be calculated fromVR,VL, What is the period of oscillation of an LC circuit consisting of a coil and a capacitor?04. An LC circuit , with a capacitor, oscillates at a frequency. What is the inductance of the inductor?05. circuit 1 is an LC circuit that has an inductance of L1and a capacitance of C1.

5 circuit 2, a second LC circuit , hasan inductance ofL2= L1and a capacitance ofC2=2C1, while a third LC circuit , circuit 3, has an inductance ofL3=2L1and a capacitance ofC3= ) Which circuit oscillates at the greatest frequency?b.) Which circuit oscillates at the least frequency?c.) If all capacitors are charged to the same voltage, which circuit would have the greatestImax?d.) If all three circuits have the sameImax, which circuit will have the inductor that has the greatest voltage?II06. A 2500 pF capacitor is charged to V and then connected, via two wires, to a inductor. The twoplates of the capacitor are separated by mm of air and each plate has an area of m2. The length of theinductor is cm and the coils have a radius of ) What is the total charge stored on the capacitor before it is connected to the inductor?b.) How much Electric energy is stored in the capacitor before it is connected to the inductor?

6 C.) What is the Electric energy density of the capacitor before it is connected to the inductor?d.) What is the Electric field strength in the capacitor before it is connected to the inductor?e.) What is the maximum magnetic energy stored in the inductor after its connection to the capacitor?f.) What is the maximum magnetic energy density of the inductor after its connection to the capacitor?g.) What is the maximum magnetic field strength in the inductor after its connection to the capacitor?h.) What is the frequency of oscillation in the circuit ?i.) What is the maximum current in the circuit ?j.) Write an equation that describes the charge on the capacitor as a function of time in this circuit and graph Q vs ) Write an equation that describes the current in this circuit as a function of time and graph I vs ) Graph Q and I as a function of time if a small resistor is connected in series with the capacitor and inductor inthe circuit .

7 (Note: The resistance of the wire that is coiled to make the inductor could serve as this resistor.) Chapter 17 Engineering Electric Circuits: AC Electric and LRC Circuits Without a GeneratorHomework # 147 )eleadsIc.)tanLCRd= )elagsIc.)tanCLRd= ) noneb.) nonec.) circuit 2d.) circuit ) b.) c.) ) x 104V/me.) ) J/m3g.) x 10-4Th.) x 104Hz (w= ) ) Aj.)()()Q=t150100 .x10x-7k.)()()I=-tx0 0150100 An AC generator that has a maximum emf of V and an angular frequency rad/s is connected in series with a capacitor and a ) What is the impedance?b.) What is the power factor?c.) What is the rms current?d.) What is the average power supplied?02. A coil can be treated as a resistance in series with an inductor. A coil with a resistanceof an inductance of H is connected to a 120-V, ac ) What is the impedance?b.) What is the power factor?

8 C.) What is the rms current?d.) What is the average power supplied?03. A series LCR consists of a inductor, a capacitor and a by a generator with a variable resistor, ) What is the resonant angular frequencywo?b.) FindXL,XC,Z,Irms, the phase angle,d, and the power factor ) FindXL,XC,Z,Irms, the phase angle,d, and the power factor whenw= 3000 FM radio stations are assigned carrier waves by the FCC in the range of MHz. A radio receiver is a series LCR circuit with a variable capacitor so thatit can resonate with any carrier wave frequency in this range. A particular radio has ) What is the range of capacitances necessary to cover this range of frequencies?For parts b.) and c.), assume the radio is tuned to MHz andDf= ) What is the capacitance?c.) What is the Q factor?II05. In the circuit shown to the right, the variable frequency ac generator produces an rmsvoltage of 120 V when operated at Hz.

9 Assume transient effects have hadsufficient time to decay so steady state conditions ) What is the rms current in the circuit ?b.) Find the rms voltage across ) Find the rms voltage across ) Find the rms voltage across ) Find the rms voltage across ) Find the rms voltage across ) What is the maximum energy stored in the capacitor?h.) What is the maximum energy stored in the inductor?i.) What is the resonant angular frequency of this circuit ?j.) What is the average power supplied to the circuit by the generator?k.) What is the average power consumed by the resistor?III06. On the graphs above and to the right sketch a graph ofZversuswfor a series _____ circuit . (Hint: Use aspreadsheet program with the valuesR= 100W,L= H,C= , andfranging from 10 Hz to 200 Hz.)a.) LRb.) RCc.) LRCC hapter 17 Engineering Electric Circuits: AC Electric LRC Circuits With a Generator/ResonanceHomework # 148w(rad/s)Z(W)Z(W)w(rad/s)Problem 06 a.

10 Problem 06 b.)w(rad/s)Z(W)Problem 06 c.)R= 05C= ) 135Wb.) ) Ad.) ) 154Wb.) ) ) ) 632 rad/sb.)XL= ,XC= ,Z= ,Irms= A,d=0,cosd= )XL= 150W,XC= ,Z= 152W,Irms= A,d= , cosd= ) ) pFc.) ) Ab.) 128 Vc.) Vd.) Ve.) 131 Vf.) ) 330 mJh.) mJi.) 1291 rad/sj.) Wk.) WRRRII07. In the circuit shown to the right, the variable frequency ac generator produces anrms voltage of 120 V when operated at Hz. Assume steady state ) Find the rms current that leaves the ) Find the rms current through the ) Find the rms current through the ) Find the rms current through the ) What is the phase angle,d?f.) What is the maximum energy stored in the capacitor?g.) What is the maximum energy stored in the inductor?h.) What is the resonant frequency of this circuit ?i.) What is the minimum rms current for the resonant frequency?Rectification & AmplificationI08.


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