Phase and Resonance Measurements in RLC Circuits.
PLEASE WRITE THIS IN COMPUTER, NOT BY THE HAND
6. What is the effect of the inductive reactance in an RLC
circuit?
7. State the formula of the total impedance of an RLC circuit and
name each of its components.
8. Establish the condition for resonance in an RLC circuit and
describe the effects it produces on the circuit.
9. Explain how the phase difference between the voltage and current
in an RLC circuit can be measured with an oscilloscope or with a
computer program simulating an oscilloscope.
10. Calculate XL, Xc, Z, Φ and draw the impedance diagram for the
RLC circuit whose characteristics are; R = 100Ω, L = 8.2mH, C =
100μF ƒ = 534Hz.
11. Calculate XL, Xc, Z, Φ and draw the impedance diagram for the
RLC circuit whose characteristics are; R = 100Ω, L = 8.2mH, C =
100μF and ƒ = 50Hz.
Phase and Resonance Measurements in RLC Circuits. PLEASE WRITE THIS IN COMPUTER, NOT BY THE HAND...
electromagnetic 19) RLC Circuit Resonance Frequency: (12 pts) (a) Identify the relation between the capacitive reactance (Xc) and inductive reactance (XL) that will minimize the total impedance (Z) of an RLC circuit. (b) Using this condition, derive the resonance frequency () of an RLC circuit. (c) Calculate the resonance frequency for an RLC circuit with: R=102 L=4H C=IF
Calculate XL, Xc, Z and for the RLC circuit whose characteristics are; R = 100, L = 8.2mH, C = 100F ƒ = 534Hz. a.XL = 47.51; Xc = 4.98; Z = 402.96; = 43.78 degrees b.XL = 27.51; Xc = 2.98; Z = 102.96; = 13.78 degrees c.XL = 17.51; Xc = 1.98; Z = 202.96; = 23.78 degrees d.XL = 37.51; Xc = 3.98; Z = 302.96; = 33.78 degrees
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.
During this term, you have studied inductors and capacitors, as well as the basics of ac, test equipment, and the effects of reactance, impedance, and resonance. Based on that knowledge and experimentation, answer the following practical application questions. Describe the physical characteristics of a basic inductor. Describe the physical characteristics of a basic capacitor. If an oscilloscope shows a 20 Vpp sine wave, how would you determine the rms value? Calculate what that Vrms value would be. What is the...
Consider the RLC circuit below, with R= 20 12, L = 10 mH, and C = 5 mF. The voltage source has a voltage amplitude of 26.0 V and an angular frequency of w = 500 rad/s. a) What is the total impedance of the circuit? b) Find the amplitude of the current, and the phase angle, d. c) Draw a phasor diagram of the impedances. Be sure to clearly label Z, R, XL, Xc, and 0. R C E
please only answer Part C, all other parts is for any information you may need. - Part = Xc, solve for the frequency. That is the resonant frequency f? Using the expressions for XL and Xc given in the introduction and setting X Express your answer in terms of L, C and any relevant constant. O AXD O2 ? Submit Request Answer The amplitude of the AC current (10) in a series LRC circuit is dependent on the amplitude of...
Question 9 please. #8 Finding the Phase Angle in a Series RLC Circuit An RLC circuit with a resistance of 120 is subject to an AC voltage with w chosen such that the inductive and capacitative reactance are equal in magnitude. What is the phase angle o? O A. O=0° OB. O = 45° O C. Ó= 90° O D. cannot be determined from the specified information #9 Operating at Resonance In #8, suppose the RMS Voltage is 120 V....
1 ) A series circuit consisted of R= 10 KΩ, L= 42 mH , C= 2.1 µF is connected to an alternative voltage with maximum voltage of Vm = 24 V and frequency of 300.0 Hz. Find the following: Show the formula for each question. Show your Calculations – put result in a box with its unit. Please write your answer under each question a)Find the value of angular frequency ω . b) Inductive Reactance ( XL) c)Capacitive Reactance (...
RLC circuit is driven by an AC power source at a frequency of 193.1 Hz. The resistance, the inductive reactance and the capacitive reactance are all own in the Z-plane. (Sée figure.) 9 XL 7 5 5 4 3 2 1 ER XC 2 a 4 - 012345678 R(Ohm) What is the net impedance of the circuit? Tries 0/12 What is the phase angle? * Tries 0/12 6 -7 8 9 0 1 2 3 4 5 6 7 8...
Suppose you setup an RLC circuit with the following values: R=4 ohms, L=3×10^-3H, C=8×10^-4F, and this circuit is connected across an AC power supply with a peak voltage of .1v and a frequency of 200hz. A. Calculate the capacitive reactance and the inductive reactance. B. Draw a phase diagram for this circuit. C. What is the impedance and the maximum current through the power supply? D. When the current is maximal through the power supply, what is the voltage across...