Q2) Design a Bridge FWR to supply a load of (1002) with the waveform shown in figure from the main power supply of (220 Vrms). Find: - 1- The transformer turns ratio (a). Vo volt) 2- The ripple voltage. Vm = 12 V 3- The Vdc value. 4- The RMS value of the output voltage. V(p-P) = 0.1 V 5- The ripple factor. 6- The value of capacitor filter. (assume ideal diodes) T= 0.01 sec. t(sec.)
Q2) Design a Bridge FWR to supply a load of (1002) with the waveform shown in figure from the main power supply of (220 Vrms). Find: - 1- The transformer turns ratio (a). Vo volt) 2- The ripple voltage. Vm = 12 V 3- The Vdc value. 4- The RMS value of the output voltage. V(p-P) = 0.1 V 5- The ripple factor. 6- The value of capacitor filter. (assume ideal diodes) T= 0.01 sec. t(sec.)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Question
![Q2)
Design a Bridge FWR to supply a load of (1002) with the waveform shown in figure from the main
power supply of (220 Vrms). Find: -
1- The transformer turns ratio (a).
VOlvolt)
2- The ripple voltage.
Vm = 12 V
3- The Vdc value.
4- The RMS value of the output voltage.
V(p.P)
= 0.1 V
5- The ripple factor.
6- The value of capacitor filter.
(assume ideal diodes)
T = 0.01 sec.
→ t(sec.)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4c26949f-e000-47cf-a28e-714aecc1aa4a%2Fd2c926df-1cd8-4821-8f83-7e55c275ce0e%2Fmirdtl_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q2)
Design a Bridge FWR to supply a load of (1002) with the waveform shown in figure from the main
power supply of (220 Vrms). Find: -
1- The transformer turns ratio (a).
VOlvolt)
2- The ripple voltage.
Vm = 12 V
3- The Vdc value.
4- The RMS value of the output voltage.
V(p.P)
= 0.1 V
5- The ripple factor.
6- The value of capacitor filter.
(assume ideal diodes)
T = 0.01 sec.
→ t(sec.)
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