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For an series RLC circuit, the voltage of the circuit is given by Av = (200V) sin(500t) and R = 3000, L = 0.4H, C = 4µF. Find the current of the circuit as a function of time. i(t) =?

For an series RLC circuit, the voltage of the circuit is given by Av = (200V) sin(500t) and R = 3000, L = 0.4H, C = 4µF. Find the current of the circuit as a function of time. i(t) =?

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i(t) = (0.447A) sin(500t – 0.464) %3D i(t) = (0.4A) sin(500t) %3D (t) = (0.343A) sin(500t – 1.03) %3D (t) = (0.471A) sin(500t – 0.785) i(t) = (0.364A) sin(500t + 0.245)
Transcribed Image Text:i(t) = (0.447A) sin(500t – 0.464) %3D i(t) = (0.4A) sin(500t) %3D (t) = (0.343A) sin(500t – 1.03) %3D (t) = (0.471A) sin(500t – 0.785) i(t) = (0.364A) sin(500t + 0.245)
For an series RLC circuit, the voltage of the circuit is given by Av = (200V) sin(500t) and R = 3000, L = 0.4H, C = 4µF. Find the current of the circuit as a function of time. i(t) =?
Transcribed Image Text:For an series RLC circuit, the voltage of the circuit is given by Av = (200V) sin(500t) and R = 3000, L = 0.4H, C = 4µF. Find the current of the circuit as a function of time. i(t) =?
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