(19) The shown circuit for a wire of resistance 50 2, a coil of induction of resistance 40 N. As the potential difference at the terminals of the coil = the potential difference at the terminals of the wit with a source of frequency 50HZ. Calculate: a. The coefficient of self-induction. 402 b. The current intensity as the e.m.f of the source is v90 volt. c. Using a d.c source providing a similar current instead. d. How to provide a phase angle = zero. (0.095H, 0.1A)
(19) The shown circuit for a wire of resistance 50 2, a coil of induction of resistance 40 N. As the potential difference at the terminals of the coil = the potential difference at the terminals of the wit with a source of frequency 50HZ. Calculate: a. The coefficient of self-induction. 402 b. The current intensity as the e.m.f of the source is v90 volt. c. Using a d.c source providing a similar current instead. d. How to provide a phase angle = zero. (0.095H, 0.1A)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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![(19) The shown circuit for a wire of resistance 50 N, a coil of induction of resistance 40 2. As the
potential difference at the terminals of the coil = the potential difference at the terminals of the wire,
with a source of frequency 50HZ. Calculate:
a. The coefficient of self-induction.
S02
402
b. The current intensity as the e.m.f of the source is v90 volt.
c. Using a d.c source providing a similar current instead.
d. How to provide a phase angle
= zero.
(0.095H, 0.1A)
3 H](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8e915c20-0abd-430d-9f4f-3048673a619a%2F14c81cd1-a695-44b9-8bc7-de274ea17695%2Fbf3hzgk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(19) The shown circuit for a wire of resistance 50 N, a coil of induction of resistance 40 2. As the
potential difference at the terminals of the coil = the potential difference at the terminals of the wire,
with a source of frequency 50HZ. Calculate:
a. The coefficient of self-induction.
S02
402
b. The current intensity as the e.m.f of the source is v90 volt.
c. Using a d.c source providing a similar current instead.
d. How to provide a phase angle
= zero.
(0.095H, 0.1A)
3 H
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