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Classical Motion of an Extended Charged Particle
Physical Review, 1966Classical equation of motion of extended monopole charged particle without preacceleration or runaway ...
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Motion of Charged Particles in Electromagnetic Fields
1968In this chapter we shall consider the motion of a charged particle in various types of electromagnetic field. We shall assume that the force which acts on the particle is the Lorentz force $$F = q[E + (v \times B)]$$ (7.1) in our usual notation. We shall also assume that the fields E and B are given, and thus we ignore for the moment the very
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On the motion of a charged particle
Journal of Nuclear Energy. Part C, Plasma Physics, Accelerators, Thermonuclear Research, 1961The motion of a charged particle, including the effect of its self field is treated in the frame of classical mechanics by the Liouville method, developed recently by the author and his co-workers mainly for statistical mechanical problems. The author summarizes the results which he and Leaf has obtained in this way for the following cases: free ...
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Motion of Charged Particles in an Inhomogeneous Magnetic Field
The Physics of Fluids, 1962By means of a crossed electric field, charged particles can be forced to move from a region where the magnetic field is comparatively weak into a region where the magnetic field is much stronger, which leads to an increase in the density and the temperature of the plasma.
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Stochastic motion of charged particles in a magnetic field
Physical Review E, 1993The collisional diffusion process is discussed in a model in which the motion of charged particles in a magnetic field is treated as a stochastic process similar to that of Brownian particles. Collisional diffusion coefficients are obtained, which are similar to those calculated through classical collisional theory.
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Motion of Charged Particles in a Line
2015Let us consider a fixed electrical charge \(Q_1\) placed at the origin of the real line and a point particle with charge \(Q_2\) moving on \({\mathbb R}^+\) and subjected to an external \(T\)-periodic excitation \(h(t)\). The main objective of this chapter is to unveil the main dynamical aspects of this model.
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Charged particle motion and radiation in strong electromagnetic fields
Reviews of Modern Physics, 2022Tom Blackburn
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