AA = (AX Ах (a) O increasing RHR-2 в Application of Lenz's law RHR-1 R #E Equivalent circuit (b) Figure 23.11 (a) A motional emf = Btv is induced between the rails when this rod moves to the right in the uniform magnetic field. The magnetic field B is into the page, perpendiculer to the moving rod and rails and, hence, to the area enclosed by them. (b) Lenz's law gives the directions of the induced field and current, and the polarity of the induced emf. Since the flux is increasing, the induced field is in the opposite direction, or out of the page. RHR-2 gives the current direction shown, and the polarity of the rod will drive such a current. RHR-1 also indicates the same polarity for the rod. (Note that the script E symbol used in the equivalent circuit at the bottom of part (b) represents emf.)
AA = (AX Ах (a) O increasing RHR-2 в Application of Lenz's law RHR-1 R #E Equivalent circuit (b) Figure 23.11 (a) A motional emf = Btv is induced between the rails when this rod moves to the right in the uniform magnetic field. The magnetic field B is into the page, perpendiculer to the moving rod and rails and, hence, to the area enclosed by them. (b) Lenz's law gives the directions of the induced field and current, and the polarity of the induced emf. Since the flux is increasing, the induced field is in the opposite direction, or out of the page. RHR-2 gives the current direction shown, and the polarity of the rod will drive such a current. RHR-1 also indicates the same polarity for the rod. (Note that the script E symbol used in the equivalent circuit at the bottom of part (b) represents emf.)
College Physics
1st Edition
ISBN:9781938168000
Author:Paul Peter Urone, Roger Hinrichs
Publisher:Paul Peter Urone, Roger Hinrichs
Chapter23: Electromagnetic Induction, Ac Circuits, And Electrical Technologies
Section: Chapter Questions
Problem 27PE: Figure 23.59 A coil is moved into and out of a region of uniform magnetic field. A coil is moved...
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Use Faraday’s law, Lenz’s law, and RHR-1 to show that the magnetic force on the current in the moving rod shown is in the opposite direction of its velocity.
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