In a series oscillating RLC circuit, R = 16.20, C= 31.6 µF, L = 9.52 mH, and E = Emsinwat with Em = 44.9 V and wd = 3040 rad/s. For time t = 0.443 ms find (a) the rate Pg at which energy is being supplied by the generator, (b) the rate Pc at which the energy in the capacitor is changing, (c) the rate PL at which the energy in the inductor is changing, and (d) the rate PR at which energy is being dissipated in the resistor.

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Chapter1: Units, Trigonometry. And Vectors
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In a series oscillating RLC circuit, \( R = 16.2 \, \Omega \), \( C = 31.6 \, \mu F \), \( L = 9.52 \, mH \), and \( E = E_m \sin \omega_d t \) with \( E_m = 44.9 \, V \) and \( \omega_d = 3040 \, rad/s \). For time \( t = 0.443 \, ms \), find:

(a) the rate \( P_g \) at which energy is being supplied by the generator, 

(b) the rate \( P_C \) at which the energy in the capacitor is changing, 

(c) the rate \( P_L \) at which the energy in the inductor is changing, and 

(d) the rate \( P_R \) at which energy is being dissipated in the resistor.

(a) Number: 84.47 W

(b) Number: 31.6 W

(c) Number: -93.2 W

(d) Number: 60.5 W
Transcribed Image Text:In a series oscillating RLC circuit, \( R = 16.2 \, \Omega \), \( C = 31.6 \, \mu F \), \( L = 9.52 \, mH \), and \( E = E_m \sin \omega_d t \) with \( E_m = 44.9 \, V \) and \( \omega_d = 3040 \, rad/s \). For time \( t = 0.443 \, ms \), find: (a) the rate \( P_g \) at which energy is being supplied by the generator, (b) the rate \( P_C \) at which the energy in the capacitor is changing, (c) the rate \( P_L \) at which the energy in the inductor is changing, and (d) the rate \( P_R \) at which energy is being dissipated in the resistor. (a) Number: 84.47 W (b) Number: 31.6 W (c) Number: -93.2 W (d) Number: 60.5 W
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