Suppose that a particle with mass m and electrical charge qmoves in the xy-plane under the influence of the magneticfield B = Bk (thus a uniform field parallel to the z-axis),so the force on the particle is F =qv x B if its velocity isv. Showthat the equations ofmotion of the particle are mx'' = +qBy' , my'' = -qBx'
Suppose that a particle with mass m and electrical charge qmoves in the xy-plane under the influence of the magneticfield B = Bk (thus a uniform field parallel to the z-axis),so the force on the particle is F =qv x B if its velocity isv. Showthat the equations ofmotion of the particle are mx'' = +qBy' , my'' = -qBx'
Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter24: Magnetic Fields
Section: Chapter Questions
Problem 79A
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Suppose that a particle with mass m and electrical charge q
moves in the xy-plane under the influence of the magnetic
field B = Bk (thus a uniform field parallel to the z-axis),
so the force on the particle is F =qv x B if its velocity is
v. Showthat the equations ofmotion of the particle are
mx'' = +qBy' , my'' = -qBx'
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