A "long" solenoid of length 5.46 m has radius 32 cm, 46,293 turns and carries current 257 A. Suppose you drew an imaginary circle of radius 3.8 cm inside the solenoid and perpendicular to the axis of the solenoid. Find the total magnetic flux 0, in T-m², that passes through this small circle due to the solenoid current.
A "long" solenoid of length 5.46 m has radius 32 cm, 46,293 turns and carries current 257 A. Suppose you drew an imaginary circle of radius 3.8 cm inside the solenoid and perpendicular to the axis of the solenoid. Find the total magnetic flux 0, in T-m², that passes through this small circle due to the solenoid current.
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Chapter1: Units, Trigonometry. And Vectors
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Transcribed Image Text:A "long" solenoid of length 5.46 m has radius 32 cm, 46,293 turns and carries current 257 A. Suppose you drew an imaginary circle of radius 3.8 cm inside the solenoid and perpendicular to the axis of the solenoid. Find the total magnetic flux Φ, in T·m², that passes through this small circle due to the solenoid current.
**RECALL:** the definition of magnetic flux!
Expert Solution
Step 1
Given:
The length of the solenoid is .
The radius of the solenoid is .
The radius of the smaller circle is .
The no of turns in the coil is .
The current in the coil is .
Introduction:
The number of magnetic lines passing through a given area is called magnetic flux.
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