A series RLC circuit has components with R = 100Q, L = 0.25 H, and C = 5µF. A) Calculate the impedance XL , Xc for f = 300-Hz, B) Calculate the impedance Z for this circuit for f = 300-Hz, C) What is the resonant frequency of this circuit
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- "In the RLC circuit of the following figure: R = 100 0, C = 0.1 µF, and L = 0.5 Henry. %3D QUESTION 17 What is the total impedance of the circuit at resonance frequency? O 2236 N O 4120 Q 5294 O 6228 0 O None of thesePRACTICE IT Use the worked example above to help you solve this problem. A series RLC AC circuit has resistance R = 2.60 x 10- 0, inductance L = 0.500 H, capacitance C = 3.50 µF, frequency f = 60.0 Hz, and maximum voltage AV, max 2.00 x 102 v. (a) Find the impedance. (b) Find the maximum current in the circuit. A (c) Find the phase angle. (d) Find the maximum voltages across the elements. AV R, max V Δν L, max V AV с, тax V %3D EXERCISE HINTS: GETTING STARTED I'M STUCK! Analyze a series RLC AC circuit for which R = 290 S2, L = 0.300 H, C = 22.5 µF, f = 50.0 Hz, and AV, max = 325 V. (a) Find the impedance. Z = Ω (b) Find the maximum current. Imax A (c) Find the phase angle. (d) Find the maximum voltages across the elements. AV R, max V Δν L, max V AV c, max VAn AC source with a maximum current of 0.2A and f = 55.0 Hz is connected between points a and d in the figure below. Calculate the maximum voltages and its phase angle of the RLC circuit.
- A series circuit contains a resistor, a capacitor, and an inductor, connected to an A voltage source. The component values are as follows C = 0.60 µF The capacitor has a maximum safe peak voltage of 350 V, If the voltage source drives ie circuit at the resonant frequency, what is its largest possible peak voltage output to hot damage the capacitor? Hint: consider the current and impedance at resonance. R = 2.5 N L = 15 mHPlease helpA series RLC ac circuit has a capacitive reactance of 51 02, and inductive reactance of 21 02, and a resistance of 16 2. What is the phase constant of this circuit? 182.5° -88.9° 77.5° -61.9° -1.1°
- An RLC series circuit shown below is driven by an AC source of voltage amplitude 260 volt and angular frequency of 8200 radian per second. Given, Resistance R= 40 A, Inductance L= 7 mH and Capacitor C 80 uF ண R Find the following: i) Capacitive reactance of the capacitor? ii) Inductive reactance of the inductor? iii) Impedance of the RLC series circuit? iv) RMS current in the circuit? v) The phase angle between the emf and current? a) Xc in ohms = b) X in ohms = c) Z in ohms = d) RMS current in ampere = e) phase angle in degree =A given RLC circuit (Resistor-Inductor-Capacitor) has the following characteristics: R = 8.7 Ohms XL = 6.77 Ohms XC = 2.65 Ohms If this system is driven by an oscillating current with frequency f = 667 Hz, what is the Phase Angle () between the current and driving voltage of this system in Radians?