In an RLC circuit the capacitive reactance is 19.5 Ohms. If the AC frequency triples, what will be the resulting capacitive reactance?
a. 11.3 Ohms
b. 6.5 Ohms
c. 33.8 Ohms
d. 58.5 Ohms
In an RLC circuit the capacitive reactance is 19.5 Ohms. If the AC frequency triples, what...
The capacitive reactance of an RLC circuit is 64 Ω. If the frequency is doubled, what is the new capacitive reactance? 18 Ω 32 Ω 8.0 Ω 4.0 Ω 64 Ω
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
A series RLC circuit has a capacitive reactance of 16 Ω and an inductive reactance of 4.0 Ω at 30 Hz. What frequency would result in resonance for this circuit?
The capacitive reactance in an RLC circuit is determined to be 50 Ω when the inductive reactance is 60 Ω. Part A Is the generator frequency ω higher or lower than the natural frequency ω0? Part B Is the phase angle ϕ positive or negative? Part C Calculate the phase angle ϕ if R=33Ω.
A RLC circuit is driven by an AC source of 120volts with frequency 60H_z. The resistance is 2000 Ohm, the capacitance is 500 mu F, and the inductance is 100_m M. Find the inductive reactance, The capacitive reactance, the impedance, the current, and the resonant frequency.
For a particular RLC series circuit, the capacitive reactance is 5.35, the inductive reactance is 46.7, and the maximum voltage across the 94.5 resistor is 36.7 V. What is the maximum voltage across the circuit?
For a particular RLC series circuit, the capacitive reactance is 4.35 Ω, the inductive reactance is 37.5 Ω, and the maximum voltage across the 57.1-Ω resistor is 26.1 V. What is the maximum voltage across the circuit?
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...
20 - 10 2020- -capacitive In a series RLC circuit, when the impedance of circuit is equal to the resistance of the resistor? when the frequency of the emf is less than the resonant frequency of the circuit. when the capacitive reactance is equal to the inductive reactance. مانعة & hp
The output of an AC generator connected to a combination of RLC in series has a frequency of 60Hz and an amplitude of 0.10 V. If R 4.00 ohms, L 3.00x10 A -3 H, and C 8.00x10 -4 Farad, calculate: a. The capacitive reactance b. Inductive reactance C. Impedance d. The amplitude of the current e. The phase difference between the current and the electromagnetic force of the generator