The figure below shows a coil with N = 126 turns surrounding a long solenoid of length = 3.75 m, radius Rs = 0.192 m, and a turn density n = 4.08 m. Calculate the self-inductance of the solenoid and the mutual inductance of the solenoid and the coil. Find the total flux through the all the loops of the solenoid if the current in the solenoid is Is = 3.49 A and the current through the coil is Ic = 3.77 A and the magnetic fields from both the coil and the solenoid are in the same direction. i T-m²

University Physics Volume 2
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Chapter14: Inductance
Section: Chapter Questions
Problem 43P: A long, cylindrical solenoid with 100 turns per centimeter has a radius of 1.5 cm. (a) Neglecting...
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The figure below shows a coil with �=126 turns surrounding a long solenoid of length =3.75, radius =0.192, and a
turn density =4.08^-1. Calculate the self-inductance of the solenoid and the mutual inductance of the solenoid and the coil. Find
the total flux through the all the loops of the solenoid if the current in the solenoid is =3.49A and the current through the coil is=3.77 A and the magnetic fields from both the coil and the solenoid are in the same direction.
tm^2
The figure below shows a coil with N = 126 turns surrounding a long solenoid of length = 3.75 m, radius Rs = 0.192 m, and a
turn density n = 4.08 m. Calculate the self-inductance of the solenoid and the mutual inductance of the solenoid and the coil. Find
the total flux through the all the loops of the solenoid if the current in the solenoid is Is = 3.49 A and the current through the coil is
Ic = 3.77 A and the magnetic fields from both the coil and the solenoid are in the same direction. i
T-m²
C
RS
S
XXXXXXX
XXXXXXXX
Transcribed Image Text:The figure below shows a coil with N = 126 turns surrounding a long solenoid of length = 3.75 m, radius Rs = 0.192 m, and a turn density n = 4.08 m. Calculate the self-inductance of the solenoid and the mutual inductance of the solenoid and the coil. Find the total flux through the all the loops of the solenoid if the current in the solenoid is Is = 3.49 A and the current through the coil is Ic = 3.77 A and the magnetic fields from both the coil and the solenoid are in the same direction. i T-m² C RS S XXXXXXX XXXXXXXX
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