FUNDAMENTALS OF PHYSICS - EXTENDED
FUNDAMENTALS OF PHYSICS - EXTENDED
12th Edition
ISBN: 9781119773511
Author: Halliday
Publisher: WILEY
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Chapter 30, Problem 9P
To determine

To find:

The amplitude of the emf induced in the loop.

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A small loop of area A = 4.1 mm2 is inside a long solenoid that has n = 853 turns/cm and carries a sinusoidally varying current i of amplitude 1.85 A and angular frequency 164 rad/s. The central axis of the loop and solenoid coincide. What is the amplitude of the emf induced in the loop? Number Units
A small loop of area 6.8 mm2 is placed inside a long solenoid that has 854 turns/cm and carries a sinusoidally varying current i of amplitude 1.28 A and angular frequency 212 rad/s.The central axes of the loop and solenoid coincide.What is the amplitude of the emf induced in the loop?
A long solenoid (cross-sectional area = 1.5 x 10-6 m2, number of turns per unit length = 3587 turns/m) is bent into a circular shape so it looks like a doughnut. This wire-wound doughnut is called a toroid. Assume that the diameter of the solenoid is small compared to the radius of the toroid, which is 0.073 m. Find the emf induced in the toroid when the current decreases from 2.5 A to 1.1 A in a time of 0.15 s. Number i Units
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