The figure below shows a cross section of an "infinitely" long solenoid (circle) that has n=23000 turns/m; the axis of the solenoid (a bold dot) is perpendicular to the plane of cross section. The radius of the solenoid, r=72 cm. A square frame with a side a=3 cm is located in the plane of cross section. The current in the solenoid is I=6.32 A. The rate of change of the current in the solenoid is ΔI/Δt=1.024 A/s and the resistance of the frame is R=25 Ω. Find the instantaneous value of the magnetic field inside the solenoid: B=  T. Find the absolute value of induced e.m.f. in the frame: ℰind=  V. Find the absolute value of induced current in the frame: Iind=  A.

Principles of Physics: A Calculus-Based Text
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Chapter22: Magnetic Forces And Magnetic Fields
Section: Chapter Questions
Problem 16OQ: Solenoid A has length L and N turns, solenoid B has length 2L and N turns, and solenoid C has length...
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The figure below shows a cross section of an "infinitely" long solenoid (circle) that has n=23000 turns/m; the axis of the solenoid (a bold dot) is perpendicular to the plane of cross section. The radius of the solenoid, r=72 cm. A square frame with a side a=3 cm is located in the plane of cross section. The current in the solenoid is I=6.32 A. The rate of change of the current in the solenoid is ΔI/Δt=1.024 A/s and the resistance of the frame is R=25 Ω.

Find the instantaneous value of the magnetic field inside the solenoid: B=  T.

Find the absolute value of induced e.m.f. in the frame: ℰind=  V.

Find the absolute value of induced current in the frame: Iind=  A.

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