The series RLC circuit of Figure Q3 contains a resistor of R=200, an inductor of L=10mH and a capacitor of C=600µF. The supply is 24V, 50Hz. R C Figure Q3 Using your calculated current that flows through the circuit of Figure Q3, calculate the following: The voltage across the inductor (magnitude and angle) The voltage across the capacitor (magnitude and angle).

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The series RLC circuit of Figure Q3 contains a resistor
of R=202, an inductor of L=10MH and a capacitor of
C=600µF. The supply is 24V, 50HZ.
R L
C
Figure Q3
Using your calculated current that flows through the
circuit of Figure Q3, calculate the following:
The voltage across the inductor (magnitude and angle)
The voltage across the capacitor (magnitude and angle).
Determine the resonant frequency.
At resonance, what is the total impedance of the circuit?
A three-phase balanced load of phase impedance with
magnitude 200 Q and power factor 0.5 is connected in
delta. This load is connected to a 420 V (line voltage),
50 Hz, 3-phase supply. Calculate:
The magnitude of the phase voltage,
The load phase angle
The magnitudes and phase angles of each load current.
(The angle of phase voltage 1 = 25°)
Transcribed Image Text:The series RLC circuit of Figure Q3 contains a resistor of R=202, an inductor of L=10MH and a capacitor of C=600µF. The supply is 24V, 50HZ. R L C Figure Q3 Using your calculated current that flows through the circuit of Figure Q3, calculate the following: The voltage across the inductor (magnitude and angle) The voltage across the capacitor (magnitude and angle). Determine the resonant frequency. At resonance, what is the total impedance of the circuit? A three-phase balanced load of phase impedance with magnitude 200 Q and power factor 0.5 is connected in delta. This load is connected to a 420 V (line voltage), 50 Hz, 3-phase supply. Calculate: The magnitude of the phase voltage, The load phase angle The magnitudes and phase angles of each load current. (The angle of phase voltage 1 = 25°)
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