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Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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
Transcribed Image Text:2. For the full-wave rectifier, the source is a sinusoid with values presented in Fig. 2.
The component parameters are:
Vmax = √2 x 110 V
frequency = 60 Hz
Z=17Ω
Determine:
a. Average voltage across the load.
b. Average voltage across the source.
c. Average load current.
d.
RMS voltage of the load.
RMS current of the load.
Power consumed by the load.
e.
f.
D
A
Du
주
Vs (t)
is (t)
C
6
D3
D₂
it (t)
Z
V₁ (t)
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- 1. The full-wave controlled bridge rectifier shown has an ac input of 120 Vrms at 60 Hz and a 52 load resistor. The delay angle is 30°. Determine the average current in the load, the power absorbed by the load and the source voltamperes. V₁ I sin cor H www + Voarrow_forwardQ.4) A single-phase full-wave controlled rectifier is supplied from 220V, 50Hz. The load is R 100 and L 100mH. Find the firing angle that produced ripple factor equal to 121%. Q theo WILLE Karrow_forwardThe 3-phase half-wave diode rectifier feeds a load consisting of a 50-ohm resistor. The sinusoidal sources in the input of the rectifier are wye-connected and phase-to-phase rms voltage is 380 volts. Calculate the power (in watts) absorbed by the load. Assume the diode is ideal. a. 680.36 b. 2267.90 C. 4082.20 d. 1700.90 e. 1360.70arrow_forward
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