Calculate VR, VL and VC knowing VS is 3V at 60Hz. Calculate the resonant frequency, and...
0.1 μF 18 ΚΩ 60 Hz Calculate VR and V . Calculate Vs . D .Find Vs from your Phasor Diagram and compare it to the calculated Vs raw the Phasor Diagram using VR and Vc
Compute XL Z, iRMS, VR, VL for different frequencies ranging from f=20 Hz to f=100 Hz at 20 Hz intervals, and from then onwards, discrete values f=200, 500, 1000, 2000 and 5000 Hz. Also, plot frequency (x-axis, logarithmic) vs. and frequency (x-axis, logarithmic) VS. . Use the methodology from the numerical as your guide problem above (R=10 Ω, 10 Vp AC and L=8.2 mH, LR in series).
8) Calculate the following for the below circuit: a. Vs b. I d. Vr: e. Vc. 50 mH ,0)170 cos( 377t) V ( 50Ω UR 100 uF
need to get same answer
The applied voltage to a series resonant circuit like that shown in Fig. 2.2a is I V. (a) Determine how much larger the voltages across L, C, and R are at resonance Use the values R 0. I Ω, L = 0.1 mH, and C = 0.01 μ F, and first calculate the resonance frequency. (b) Should VL and Vc be larger than 1 V, explain how this is possible. Ans: (a) VL = jl...
An ac circuit with a 60 μF capacitor in series with a coil of resistance 18Ω and inductance 180mH is connected to a 100V, 100 Hz supply is shown below. Calculate inductive reactance capacitive reactance circuit impedance and phase angle θ circuit current I phasor voltages VR, VL, VC and VS resonance circuit frequency construct a fully labeled voltage phasor diagram
Experimental:
Freq (Hz)
VL+RL (V)
VR(V)
VC(V)
600
0.167
0.249
1.09
700
0.228
0.229
1.123
800
0.302
0.352
1.158
900
0.398
0.417
1.217
1000
0.504
0.481
1.263
1100
0.626
0.547
1.305
1200
0.763
0.613
1.342
1300
0.905
0.674
1.361
1400
1.042
0.723
1.356
1500
1.163
0.754
1.322
1600
1.261
0.768
1.246
1700
1.326
0.761
1.177
1800
1.363
0.741
1.081
1900
1.375
0.71
0.982
2000
1.375
0.675
0.887
2100
1.364
0.639
0.799
2200
1.348
0.603
0.721
2300
1.33
0.569
0.65
2400...
Determine resonant frequency, amplitude, impedance,
and phase angle.
(b) Suppose the circuit parameters in a series RLC circuit are: L = 1.0 uH, C = 10.0 nF, R= 10092, and the source voltage is 220 V. Determine the resonant frequency of the circuit and the amplitude of the current at resonance. If the frequency of the input voltage source is 50 Hz, calculate the impedance and the phase angle. f = 1 / 2 x 5c = 1/2 X 511...
Use the circuit below to complete the given MATLAB script to
plot the three voltages Vr, Vc and VL. Run MATLAB then pick an
answer from the choices below that matches the MATLAB plot.
MATLAB uncomplete script
clc; close all; clear all;
Mvs= 10;
Avs=30*pi/180;
[Xvs Yvs]=pol2cart(Avs, Mvs);
Vs=Xvs+j*Yvs;
% Impedances values
Zr=4; ZL=10j; Zc=-12j;
% total equivalent impedance of series R, L and C
Zeq = ; %complete
% Calculate current
It = ; %complete
Vr= ; %complete
Vc=...
Procedure Table 1 Voltage Generated, v Voltage across R, VR (V) Current IR, (A) 1 V 0.194 0.021 2 V 0.393 0.041 3 V 0.593 0.061 4 V 0.794 0.081 5 V 0.995 0.101 Average 0.593 0.061 Procedure 2 Setup Procedure Procedure 2 Setup Procedure Table 2 Voltage Generated, v Voltage across R, VRC (V) Voltage across C, Vc (V) 1V 0.161 0.526 2 V 0.322 1.052 3 V 0.489 1.586 4 V 0.651 2.109 5 V 0.816 2.647 Average...
I am currently trying to figure out the experiment below. Please
complete Table 1 with an explanation, I appreciate it thank
you! Promise to give thumbs up!
Introduction The phase differences between the output voltage, the voltage across the inductor, the voltage across the capacitor, and the voltage across the resistor will be examined at resonant frequency. The voltage and phase relationship will also be examined for frequencies above and below resonance. Theory An inductor, a capacitor, and a resistor are...