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.
Consider an RLC circuit where a resistor (R = 35.0 Ω), capacitor (C = 15.5 μF), and inductor (L = 0.0940 H) are connected in series with an AC source that has a frequency of 80.0 Hz. a. Determine the capacitive reactance at this frequency. b. Determine the inductive reactance at this frequency. c. Determine the total impedance. d. Determine the phase angle. e. Determine the circuit’s resonant frequency.
A series RLC circuit that has an inductance of 6 mH, a capacitance of 3 μF, and a resistance of 7.2 is driven by an ideal ac voltage source that has a peak emf of 110 V (a) Find the resonant frequency 1.19 rad/s (b) Find the root-means-square current at resonance When the frequency is 8000 rad/s, find the following values. (c) the capacitive and inductive reactances (d) the impedance (e) the root-mean square current. (f) the phase angle δ...
A series RLC circuit has resistance R = 10.0 Ω, inductive reactance XL = 34.0 Ω, and capacitive reactance XC = 21.0 Ω. If the maximum voltage across the resistor is ΔVR = 165 V, find the maximum voltage across the inductor and the capacitor. (Due to the nature of this problem, do not use rounded intermediate values in your calculations—including answers submitted in WebAssign.) (a) the maximum voltage across the inductor (in V) V (b) the maximum voltage across...
An RLC series circuit is constructed with R-130.0 Ω, circuit. C-7.25 μF, and L-0.54 H. The circuit is connected to an AC generator with a frequency of 60.0 Hz that delivers a maximum current of 2.20 A to the (a) What is the impedance of this circuit? (b) What are the maximum potential differences across each of the three circuit elements (R, L, and C)? VR, max И, max Vc, max (c) What is the phase angle between the source...
Consider a series RLC circuit with R = 12.0 Ω, L = 0.700 H, C = 72 μF, and a maximum voltage of 100 V. (c) What is the rms current through the circuit at resonance? (d) What is the impedance at 60.0 Hz? (e) What is the rms current in the circuit at a frequency of 60 Hz?
A series RLC circuit with L = 13 mH C-2.9 μΕ and R-3. I n is driven by a generator with a maximum emf of 115 V and a variable angular frequency (a) Find the resonant (angular) frequency co. 5150.20 [1.43 poins] 2 attempt(s) made (maximum allowed for credit10) rad/s Reset Enter 5150.20 OK (b) Find Ims at resonance. 23 ResetEnter [i.43 poins] 1 attempt(s) made (maximum allowed for credit10) 26.23 OK When the angular frequency ω-8150 rads. (c) Find...
A series RLC circuit has R=4250, L=1.25H and C=3.50uF. It is connected to an AC source with f=60.0 Hz and Vmax=150V. a. Determine the inductive reactance, the capacitive reactance and the impedance of the circuit. b. Find the Maximum current in the circuit. C. Find the phase angle between the current and voltage.
4. A series RLC circuit has R=42512, L=1.25H and C=3.50 F. It is connected to an AC source with f=60.0Hz and AVmax=150V. a. Determine the inductive reactance, the capacitive reactance and the impedance of the circuit. b. Find the Maximum current in the circuit. C. Find the phase angle between the current and voltage.
A multimeter in an AC RLC circuit records an rms current of 0.200 A and a 65.0-Hz rms generator voltage of 27.5 V. The circuit contains a 40.0 Ω resistor, a 0.42 H inductor, and an unknown capacitor in series. The voltage is leading ahead of the current. a. Calculate the impedance of the circuit. ________________ b. Calculate the capacitive reactance. ________________ c. Calculate the capacitance. ________________ d. Calculate the average power dissipated in the circuit.