if we repeat using now R=100 ohms
the power graph changes as followswe can see that the first graph is sharper and with a higher peak for resonant frequency
the role of the resistor in the RLC oscillator is to increase the damping
Part 3 - Average Power 1. Create an RLC circuit with resonant frequency of your own...
8. For the RLC circuit shown, Find the half power frequencies, the resonant frequency, the bandwidth, and the quality factor in terms of R, L and C. it) R Vin(o) (+
R C L Doo HH HI Consider the RLC circuit shown. The power source provides a rms voltage of 210 V at a frequency of 75 Hz. The circuit values are as follows: R= 25 12, L = 30.0 mH, C1 = 95.0 uF, and C2 = 55.0 uF. a) (2 pts.) Determine the inductive reactance of this circuit. b) (2 pts.) Determine the capacitive reactance of this circuit. c) (2 pts.) Determine the total impedance of this circuit. d)...
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...
R сс, L Woo 11 H11 Consider the RLC circuit shown. The power source provides a rms voltage of 210 V at a frequency of 75 Hz. The circuit values are as follows: R= 25 S2, L = 30.0 mH, C1 = 95.0 uF, and C2 = 55.0 uF. a) (2 pts.) Determine the inductive reactance of this circuit. b) (2 pts.) Determine the capacitive reactance of this circuit. c) (2 pts.) Determine the total impedance of this circuit. d)...
RLC Circuit. Need help with 5 and 7 5. Draw a picture of the circuit showing all the circuit elements and their values. Be sure to use the correct circuit symbols. 234 5) (8.25 pts) R 300-2 L-3秋10-3H ro C = 1.41 x10-8F 6. If Vms 408 V is applied, calculate the average power supplied (1234 5) (3.25 pts) rms Vrms CoS 나나on. (1234 5) (2.25 pts) 7. Calculate the maximum current in the circuit.
An RLC circuit is driven by an AC power source at a frequency of 131.1 Hz. The resistance, the inductive reactance and the capacitive reactance are all shown in the Z-plane. (See figure.) XL 9 8 7 6 5 4 3 2 1 X (Ohm) XC 3 4 -5 6 -7 8 -9 0 1 2 3 4 5 6 7 8 9 R (Ohm) What is the net impedance of the circuit? Submit Answer Tries 0/12 What is the...
Learning Goal: To analyze and design a passive, second-order bandpass filter using a series RLC circuit. A bandpass filter is needed for an equalizer, a device that allows one to select the level of amplification of sounds within a specific frequency band while not affecting the sounds outside that band. The filter should block frequencies lower than 1.8 kHz and have a resonant frequency of 5.4 kHz A 3.2 AF capacitor and any needed resistors and inductors are available to...
Engineering Analysis Homework #1 Problem #1 RLC Circuit: A simple electric circuit consisting of a resistor, a capacitor, and an inductor is depicted. Switch Battery L = Capacitor Inductor Resistor The charge on the capacitor g(t) can be computed as a function of time and initial charge 4. q(t) = 4, cos () Where the decay rate B - 4 and frequency .= VE-(4) depend on the resistance R, the inductance L, and the capacitance C. Plot this function from...
Impedance, Power, Phasor of RC Circuit a. Given a circuit below, calculate and draw the following quantities: Z, Ez, Iz, P, Q, S and draw their Phasors Iz 11 Es 100 V E1 Ez R 171 22 Xc 2002 b. Given a wiring circuit and measuring instruments, draw its corresponding circuit / schematic (similar to circuit of question 5.a. above) Ooo POWER MUS V BA BURY RESISTIVE LOAD DATA ACQUISITION INTERFACE 2 ON VIA ARAYANI ºooo ON N ON BAT...
2. LRC series circuit. [10 pts.] Consider an LRC series circuit driven by an ac voltage source Vin Vo cos(wt). (a) Derive an expression for the real ac current in the circuit in terms of L, R, C, and a. (b) Determine the resonant frequency f, and angular frequency w, by direct differentiation of the current amplitude from part (a). Compare your result to LC (c) Determine the Q factor of this circuit in terms of L, R, and C....