Laboratory Manual for Introductory Circuit Analysis
13th Edition
ISBN: 9780133923780
Author: Robert L. Boylestad, Gabriel Kousourou
Publisher: PEARSON
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Textbook Question
Chapter 13, Problem 27P
Sketch sin
- angle in degrees.
- angle in radians.
- time in seconds.
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Given the following voltage divider circuit, where V1 is a 9V battery, R1 is implemented using two terminals of a 10k pot so that R1 is a variable over the range 0 <= R1 <= 10kiloohlm. What is the largest value of the resistor R1 that will permit the output voltage to vary over the range that includes at least 1.5V <= V2 <= 5.0 V? Then, find a resitor (or a combinations of resistors) that are common types that would get as close as possible but not larger than the calculated value for R2.
Given the following voltage divider circuit, both resistors R1 and R2 are implemented using the three terminals of a 10k pot so that R1 and R2 are both variables such that 0<=R2 <=10kiloolhms and R1 +R2 = 10kiloolhms. V1 is a 10V battery voltage source. Find the range of values for R2 that wil cause the output voltage to vary over the range 1.5V<= V2<= 5.0V.
1. Laboratory Task Descriptions
Verification of series RLC transient analysis computations
For this laboratory exercise, students will construct an underdamped series RLC circuit, then make voltage and current
measurements to investigate the validity of transient circuit analysis techniques for series RLC circuits. Measurements will be
obtained using the oscilloscopes available in the laboratory.
The signal generator will be used to apply a 0[V] to 10[V], 50[%] duty cycle square wave across the RLC circuit to establish the
circuit response. The required square wave signal frequency for the RLC circuit will be computed below in part 2b of the prelab
work.
Note:
To receive credit for the following prelab computations, all required equations for the prelab below must be generated in
variable form before substituting component values. Generation of the equations in variable form is required to permit
substituting the actual measured component values into the solution equations. This…
Chapter 13 Solutions
Laboratory Manual for Introductory Circuit Analysis
Ch. 13 - For the sinusoidal waveform in Fig. 13.85: a. What...Ch. 13 - For the sinusoidal signal in Fig. 13.86: a. What...Ch. 13 - For the periodic square-wave waveform in Fig....Ch. 13 - For the waveform of Fig. 13.88: a. Does this...Ch. 13 - Find the period of a periodic waveform whose...Ch. 13 - Find the frequency of a repeating waveform whose...Ch. 13 - If a periodic waveform has a frequency of 1 kHz,...Ch. 13 - Find the period of a sinusoidal waveform that...Ch. 13 - What is the frequency of periodic waveform that...Ch. 13 - For the oscilloscope pattern of Fig. 13.89: a....
Ch. 13 - For the waveform of Fig. 13.90: a. What is the...Ch. 13 - Convert the following degrees to radians: a. 40 b....Ch. 13 - Convert the following radians to degrees: /3 1.2...Ch. 13 - Find the angular velocity of a waveform with a...Ch. 13 - Find the angular velocity of a waveform with a...Ch. 13 - Find the frequency and period of sine waves having...Ch. 13 - Given f=60Hz, determine how long it will take the...Ch. 13 - If a sinusoidal waveform passes through an angle...Ch. 13 - Find the amplitude and frequency of the following...Ch. 13 - Sketch 6 sin 754t with the abscissa angle in...Ch. 13 - Sketch 8sin280t with the abscissa angle in...Ch. 13 - If e=300sin157t, how long (in second) does it take...Ch. 13 - Giveni=0.5sindetermine=72.Ch. 13 - Givenv=20determine=1.2.Ch. 13 - Givenv=30103determinetheanglesatwhichuwillbe6mV.Ch. 13 - If v=40Vat=30andt=1ms, determine the mathematical...Ch. 13 - Sketch sin (377t+60) with the abscissa angle in...Ch. 13 - Sketch the following waveforms: 50sin(wt+0)...Ch. 13 - Write the analytical expression for the waveforms...Ch. 13 - Write the analytical expression for the waveform...Ch. 13 - Write the analytical expression for the waveform...Ch. 13 - Write the analytical expression for the waveform...Ch. 13 - Find the phase relationship between the following...Ch. 13 - Find the phase relationship between the following...Ch. 13 - Prob. 35PCh. 13 - Find the phase relationship between the following...Ch. 13 - The sinusoidal voltage v=160sin(21000t+60) is...Ch. 13 - Prob. 38PCh. 13 - For the waveform of Fig. 13.95, find the time when...Ch. 13 - For the oscilloscope display in Fig. 13.97:...Ch. 13 - Find the average value of the periodic waveform in...Ch. 13 - Find the average value of the periodic waveforms...Ch. 13 - Find the average value of the periodic waveform of...Ch. 13 - Find the average value of the periodic waveform of...Ch. 13 - Find the average value of the periodic function of...Ch. 13 - Find the average value of the periodic waveform in...Ch. 13 - For the waveform in Fig. 13.104: Determine the...Ch. 13 - For the waveform in Fig. 13.105: Determine the...Ch. 13 - Find the rms values of the following sinusoidal...Ch. 13 - Write the sinusoidal expressions for voltages and...Ch. 13 - Find the rms value of the periodic waveform in...Ch. 13 - Find the rms value of the periodic waveform in...Ch. 13 - What are the average and rms values of the square...Ch. 13 - For each waveform in Fig. 13.109, determine the...Ch. 13 - For the waveform of Fig. 13.110: Carefully sketch...Ch. 13 - Determine the reading of the meter for each...
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- 1. Laboratory Task Descriptions Verification of series RLC transient analysis computations For this laboratory exercise, students will construct an underdamped series RLC circuit, then make voltage and current measurements to investigate the validity of transient circuit analysis techniques for series RLC circuits. Measurements will be obtained using the oscilloscopes available in the laboratory. The signal generator will be used to apply a 0[V] to 10[V], 50[%] duty cycle square wave across the RLC circuit to establish the circuit response. The required square wave signal frequency for the RLC circuit will be computed below in part 2b of the prelab work. Note: To receive credit for the following prelab computations, all required equations for the prelab below must be generated in variable form before substituting component values. Generation of the equations in variable form is required to permit substituting the actual measured component values into the solution equations. This…arrow_forwardI need handwritten solution to this question,no Artificial intelligencearrow_forwardDO NOT USE AI NEED HANDWRITTEN SOLUTION For the circuit below a. For the load to consume 39 watts, what is the value of the resistor ‘R’? b. When the load is consuming 39 watts, what is the magnitude of the current through the resistor ‘R’? c When the load is consuming 40 watts, what is the power delivered by the 100 V source?arrow_forward
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