College Physics
11th Edition
ISBN: 9781305952300
Author: Raymond A. Serway, Chris Vuille
Publisher: Cengage Learning
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- Consider the RLC series circuit shown in the figure below where R = 420Ω, L = 75 mH, and C = 0.750 µF. The current in the circuit is given byi(t) = I cos[(9050 rad/s)t], where I is the amplitude current. Find the phaseshift between the source voltage relative to the current in the circuit.arrow_forwardThe figure below shows a series RLC circuit with a 26.0-N resistor, a 440.0-mH inductor, and a 28.0-µF capacitor connected to an AC source with Vmax = 60.0 V operating at 60.0 Hz. What is the maximum voltage across the following in the circuit? VR VL ll L C (a) resistor V (b) inductor V (c) capacitor Varrow_forwardA series RLC AC Circuit is connected to a 110 volt generator line with A frequency of 60Hz. If the R = 1000 Ohms , L =3 H and C =2 μF, Find a)The XL, Xc , and total Z b) line current I c) Voltage drops VR , VL , and Vc ,arrow_forward
- (a) A series RLC circuit is shown in the figure below. (170 V) sin 120 mt 5.0 Ω A Series RLC Circuit. 0000 25 mH Calculate the linear freq ency (in Hz) of the voltage source. Hz Calculate the resonance frequency. Hz Calculate the impedance at resonance. 2 400 μF Calculate the current at resonance. Aarrow_forwardPRACTICE 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 Varrow_forwardA 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 mHarrow_forward
- An AC power supply with a maximum po- tential of 74 V is across a series RLC circuit, where the inductance is 18 mH, the capaci- tance is 52 nF, the resistance is 14 N. Find the resonant frequency. Answer in units of kHz. Find the amplitude of the current at the res- onant frequency. Answer in units of A. Find the amplitude of the voltage across the inductor at resonance. Answer in units of V.arrow_forwardPlease help me with the following question and make sure it's 100 % accurate, thank you. A sinusoidal ac voltage source in a circuit produces a maximum voltage of 11.2 V and an rms current of 7.80 mA . For related problem-solving tips and strategies, you may want to view a Video Tutor Solution of Current in a personal computer. Part A. Find the voltage amplitude. Express your answer in volts. Part B. Find the current amplitude. Express your answer in milliamperes. Part C. Find the rms voltage of this source. Express your answer in volts.arrow_forward
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