Title of article
Motion of a Charged Particle in a Strong Magnetic Field as a Lagrangian Linear in Velocities
Author/Authors
Nawafleh, Khaled I. Mu’tah University - Department of Physics, Jordan
From page
39
To page
42
Abstract
The motion of a charged particle in a magnetic field as a Lagrangian system that varies linearly with the velocities is analyzed using the Hamilton-Jacobi method. The equations of motion are derived as a result of considering the integrability conditions of the action function in the limit of a strong field.
Keywords
Electrodynamics , Lagrangian , Action integral , Hamilton , Jacobi
Journal title
Jordan Journal of Physics
Journal title
Jordan Journal of Physics
Record number
2593802
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