The speed of an electron moving in a circular orbit around a proton in a hydrogen atom is 2.188×10 ^6 m/s.The radius of the electron's circular orbit around the proton is R=3.25×10 −11 m. What is the magnetic moment μ=NIA for an electron orbiting a proton in a hydrogen atom? Here, the number of turns for a single electron moving in a circle is N=1. Hint: To determine the current II you need to find the time Δt it takes for the electron to complete one revolution around the proton. Then you can calculate the current I=Δq/Δt where Δq is the charge of the single electron.
The speed of an electron moving in a circular orbit around a proton in a hydrogen atom is 2.188×10 ^6 m/s.The radius of the electron's circular orbit around the proton is R=3.25×10 −11 m. What is the magnetic moment μ=NIA for an electron orbiting a proton in a hydrogen atom? Here, the number of turns for a single electron moving in a circle is N=1. Hint: To determine the current II you need to find the time Δt it takes for the electron to complete one revolution around the proton. Then you can calculate the current I=Δq/Δt where Δq is the charge of the single electron.
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter22: Magnetic Forces And Magnetic Fields
Section: Chapter Questions
Problem 8OQ
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The speed of an electron moving in a circular orbit around a proton in a hydrogen atom is 2.188×10 ^6 m/s.The radius of the electron's circular orbit around the proton is R=3.25×10 −11 m. What is the magnetic moment μ=NIA for an electron orbiting a proton in a hydrogen atom? Here, the number of turns for a single electron moving in a circle is N=1. Hint: To determine the current II you need to find the time Δt it takes for the electron to complete one revolution around the proton. Then you can calculate the current I=Δq/Δt where Δq is the charge of the single electron.
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