The force on a charged particle in an electric field E and a magnetic field B is given by
in an inertial system, where q is the charge and v is the velocity of the particle in die inertial system. Show that the differential equation of motion referred to a rotating coordinate system with angular velocity ω = −(q/2m)B is, for small B
that is, the term involving B is eliminated. This result is known as Larmor’s theorem.
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