need to get same answer The applied voltage to a series resonant circuit like that shown...
a series resonant circuit has an AC source voltage of 10 V at a phase angle of 0 degrees. The following are values for R, XL, XC respectively are: 2 Ohms, 10 Ohms, and 10 Ohms. Find I, VR, VL, VC, Q, BW, power dissipated at the half-power points. (Fr=5kHz)
In a series R-L-C circuit, L = 0.190 H , C = 84.5 μF and the voltage amplitude of the source is 290 V . Part A What is the resonance angular frequency of the circuit? ω0 = rad/s SubmitMy AnswersGive Up Part B When the source operates at the resonance angular frequency, the current amplitude in the circuit is 0.610 A . What is the resistance R of the resistor? R = Ω SubmitMy AnswersGive Up Part C At...
(1 point) In an RLC series circuit, the rms potential difference provided by the source is V=220V, and the frequency is f=170πHz. Given that L=0.7H, C=20μF, and VR=10V(rms). Since everything is stated and asked for in rms you never need to do a conversion with the square root of 2. Find: a) I (rms); I= A This will involve some algebra since you are not given R. I suggest you start by calculating the inductive and capacitive reactances. b) R;...
2)Passive Filter: High Pass Filter Lab Experiment 3) Given the following RLC series circuit. V, = 10 Vrm L 0º and frequency f= 90 KHz. The circuit elements values are: R = 5 KO, L= 10 mH and C = 470 pF. a) Calculate total impedance Z, in polar form. b) Calculate total current I, in polar form. c) Calculate the voltages across R, C and L, (VR, Vc, and V.). d) Draw voltage phasor diagram Vs, VR, Vc, and...
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...
Consider an RLC series circuit with R = 600 Ω, L = 3 H, C = 4μF, generator voltage V = 20 v, frequency= 60 hz. Find a) the inductive impedance XL, b) capacitive impedance Xc , c) Total impedance Z, d) Line current I , e) Voltage drops VR , VL, ,Vc f) combination voltage VRL , and VLc , g) phase angle φ , h) resonant frequency f0 , i) Power dissipated by circuit.
(1 point) In an RLC series circuit, the rms potential difference provided by the source is V = 150 V, and the frequency is f 240 Hz. Given that L = 0.1 H, C = 40 uF, and VR = 20 V, find: T a) I (rms); I A b) R; R 12 c) VL (rms); VL: V d) Vc (rms). Vc = V
For the following resonant series circuit shown in fig. 1, find : - Quality factor, Q. - Bandwidth, B. - The voltage across the capacitor. - The voltage across the inductor. - The voltage across the resistor. L = 4.7 mH C = 0.001uF S R = 470 VIN-1 V Fig. 1 Resonant series circuit
3. For the circuit shown in Figure 1, + VR - R = 3k 494 ET V 4.7 uF E = 8V sin(20,000t +60° -VL + Z = ? m L = 0.5 H Figure 1 i. ii. iv. v. vi. vii. Find the total impedance Zr in polar form. Draw the impedance diagram Find the current and the voltages VR, Vi and Vc in phasor form. Draw the phasor diagram of the voltages E, VR, V., and Vc and...
An AC generator provides power for the circuit shown below. The generator voltage is described by E(t)=Emaxsin(ωt)E(t)=Emaxsin(ωt) where E=E= 120 V. Here, L=L= 640 mH, C=C= 160 μμF, R=R= 90 ΩΩ, and ω=ω= 40 rad/sec. 1) What is the phase angle between the generator and the current? ϕ=ϕ= -55 degrees ϕ=ϕ= 1.1 degrees ϕ=ϕ= 64 degrees ϕ=ϕ= -16 degrees ϕ=ϕ= -0.99 degrees Your submissions: A Submitted: Wednesday, July 29 at 1:02 PM Feedback: Feedback will be available after 11:59 PM...