Please answer part 1,2, and 3 in complete sentences .
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Please answer part 1,2, and 3 in complete sentences .
1. How does the resonant frequency...
please use multisim to answer all the parts. EXPERIMENT 3 TESTING SERIES & PARALLEL RESONANCES Objectives:...
please use multisim to answer all the parts.
EXPERIMENT 3 TESTING SERIES & PARALLEL RESONANCES Objectives: To examine the conditions of resonances To observe the resonant circuit properties Equipment & components: A personal computer with Multisim software Preview questions: 1. How does the resonant frequency relate to the inductance and capacitance in a series LC circuit? 2. When the circuit in Figure 1 is tuned to resonant frequency, how does the voltage cross the resistor relate to the applied voltage?...
Procedure #2-Using the Multisim Bode plotter to analyze a series RLC resonant circuit. 1. Build the...
Procedure #2-Using the Multisim Bode plotter to analyze a series RLC resonant circuit. 1. Build the circuit shown below. XBP1 XBP2 IN OUT IN OUT C1 R 1 L1 mn 100HH V1 100Ω )1kHz 0° 2. Calculate the resonant frequency
please show 2d graphs of the following RLC circuit, Voltage with respect to frequency, Current with...
please show 2d graphs of the following RLC circuit, Voltage with
respect to frequency, Current with respect to frequency and
impedance with respect to frequency.
R1 C1 L1 V1 Figure 2. Resonance circuit in parallel, a tuned circuit.
TASK (i): Find time-domain equations for a parallel LC resonant circuit An LC resonant circuit is...
TASK (i): Find time-domain equations for a parallel LC resonant circuit An LC resonant circuit is sometimes referred to as an LC-tank or tuned circuit. It is made up of two components: an inductor (L) and a capacitor (C), hence the name. CAPACITOR 4 e V - + V - Figure 1: Capacitor symbol The charge on a capacitor is proportional to the voltage across it, the constant of proportionality being the capacitance C, measured in Farads (F). Since current...
1. Answer the following questions: 1. An RLC circuit is used in a radio to tune...
1. Answer the following questions: 1. An RLC circuit is used in a radio to tune into an FM station broadcasting at f = 99.7 MHz. The resistance in the circuit is R = 12.6 Ω, and the inductance is L = 1.70 µH. What capacitance should be used? 2. Consider a series RLC circuit with R = 15 ohm, L = 206 mH, C = 75 µF, and a maximum voltage of 147 V. (a) What is the impedance...
(2 points) Two driven inductors A R = 1 kΩ resistor, a L1 = 20 mH...
(2 points) Two driven inductors A R = 1 kΩ resistor, a L1 = 20 mH inductor and a L2 28 mH inductor are connected in series. A funtion generator drives the circuit with a 5 Vpp variable frequency sine wave. (a) What is the equivalent impedance Zeq of this circuit? O A. R +jwLIL2/(L1+ L2) E. None of these (b) For what angular frequency does |Zoq v2 R? 20833.3 radians/sec (c) What is the peak-to-peak value of the voltage...
Only #4 Please Figure 2 6.00 volts 10.0 volts wt 4) Figure 2 illustrates the component...
Only #4 Please
Figure 2 6.00 volts 10.0 volts wt 4) Figure 2 illustrates the component voltage phasors corresponding to one embodiment of the series AC RLC circuit of Figure 1. The magnitude of each phasor is shown in Figure 2. All of the phasors rotate CCW with the angular velocity of the source. The other given values are R-30.0 ohms and L-0.020 H. Compute numerical values for the following quantities: a) The expected RMS voltage reading of each of...
Please Give Me the ANS only Choose the correct answer. 1. An RLC circuit with output...
Please Give Me the ANS only
Choose the correct answer. 1. An RLC circuit with output on the capacitor is a... a) low pass filter b) high pass filter c) band pass filter d) band stop filter 2. To build a RLC low pass circuit the output has to be taken on... a) the resistor b) the inductor c) the capacitor d) capacitor & inductor 3. In an RLC circuit if R-20092, L=0.9mH and C-40uF what is the value of...
Part 3 - Average Power 1. Create an RLC circuit with resonant frequency of your own...
Part 3 - Average Power 1. Create an RLC circuit with resonant frequency of your own choosing. Initially set the resistance to 10 2. For at least 7 values of frequency fill out the table below. Make sure you have at least three points above, below, and including the resonant frequency. Note Irms and Vrms are the values leaving the AC Voltage. Refer to your lecture notes on how to calculate average power. R=10 [2] f[Hz] w [rad/s] Z [2]...
In a few sentences (1-3), answer the following: a) How does output relate to input for...
In a few sentences (1-3), answer the following: a) How does output relate to input for RC circuits when the input is a single frequency sinusoid? b) Given sinusoidal inputs what other component foes a capacitor behave like? How might this be helpful for solving resistor/capacitor type circuits that have sinusoidal inputs as well? c) When should you use impedance (/in what situations could you/) to solve RC circuits and in what situations do you calculate transient response?
please use multisim to answer all the parts.
EXPERIMENT 3 TESTING SERIES & PARALLEL RESONANCES Objectives: To examine the conditions of resonances To observe the resonant circuit properties Equipment & components: A personal computer with Multisim software Preview questions: 1. How does the resonant frequency relate to the inductance and capacitance in a series LC circuit? 2. When the circuit in Figure 1 is tuned to resonant frequency, how does the voltage cross the resistor relate to the applied voltage?...
Procedure #2-Using the Multisim Bode plotter to analyze a series RLC resonant circuit. 1. Build the circuit shown below. XBP1 XBP2 IN OUT IN OUT C1 R 1 L1 mn 100HH V1 100Ω )1kHz 0° 2. Calculate the resonant frequency
please show 2d graphs of the following RLC circuit, Voltage with
respect to frequency, Current with respect to frequency and
impedance with respect to frequency.
R1 C1 L1 V1 Figure 2. Resonance circuit in parallel, a tuned circuit.
TASK (i): Find time-domain equations for a parallel LC resonant circuit An LC resonant circuit is sometimes referred to as an LC-tank or tuned circuit. It is made up of two components: an inductor (L) and a capacitor (C), hence the name. CAPACITOR 4 e V - + V - Figure 1: Capacitor symbol The charge on a capacitor is proportional to the voltage across it, the constant of proportionality being the capacitance C, measured in Farads (F). Since current...
(2 points) Two driven inductors A R = 1 kΩ resistor, a L1 = 20 mH inductor and a L2 28 mH inductor are connected in series. A funtion generator drives the circuit with a 5 Vpp variable frequency sine wave. (a) What is the equivalent impedance Zeq of this circuit? O A. R +jwLIL2/(L1+ L2) E. None of these (b) For what angular frequency does |Zoq v2 R? 20833.3 radians/sec (c) What is the peak-to-peak value of the voltage...
Only #4 Please
Figure 2 6.00 volts 10.0 volts wt 4) Figure 2 illustrates the component voltage phasors corresponding to one embodiment of the series AC RLC circuit of Figure 1. The magnitude of each phasor is shown in Figure 2. All of the phasors rotate CCW with the angular velocity of the source. The other given values are R-30.0 ohms and L-0.020 H. Compute numerical values for the following quantities: a) The expected RMS voltage reading of each of...
Please Give Me the ANS only
Choose the correct answer. 1. An RLC circuit with output on the capacitor is a... a) low pass filter b) high pass filter c) band pass filter d) band stop filter 2. To build a RLC low pass circuit the output has to be taken on... a) the resistor b) the inductor c) the capacitor d) capacitor & inductor 3. In an RLC circuit if R-20092, L=0.9mH and C-40uF what is the value of...
Part 3 - Average Power 1. Create an RLC circuit with resonant frequency of your own choosing. Initially set the resistance to 10 2. For at least 7 values of frequency fill out the table below. Make sure you have at least three points above, below, and including the resonant frequency. Note Irms and Vrms are the values leaving the AC Voltage. Refer to your lecture notes on how to calculate average power. R=10 [2] f[Hz] w [rad/s] Z [2]...
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