of the particle of charge e and the right-hand side, known as the Lorentz expression for the force, gives the force on the particle due to the electric field \\(\\mathbf {E}\\) and magnetic field \\(\\mathbf {B}\\) , \\(\\mathbf {v}\\) being the velocity of the particle....
This Application runs in Maple. Don't have Maple? No problem! Try Maple free for 15 days! Suppose you have one or more stationary charged particles on a plane. These stationary particles produce an electric field at all points on the plane. Let us place a moving charged particle on this...
(19) A further generalization of the force in Eq. (2) is possible under the condition in (19). 2. OSCILLATING FIELD: INCLUSION OF INITIAL CONDITIONS We now write the equation of motion for a particle in an alternating electric field (Eq. (5) without the Lorentz force) in the form mr...
Analysis of Self-Electrophoretic Motion of a Spherical Particle in a Nanotube: Effect of Nonuniform Surface Charge Density Contrary to the usual electrophoresis, in which an external electric field is imposed to direct the motion of charged particles, the autonomous motion ... S Qian,WJ Sang - ...
[B1](b)1. As the magnet approaches the solenoid, the magnetic field strength in the regionin the solenoid increases.Hence the magnetic flux linkage through the solenoidincreases.[B1]2. By Faraday's law, an e.m.f. is induced in the solenoid that is directly proportionalto the rate of ...
resulting in a set of exponential energy spectra determined by particle charge, electric field strength and the inhomogeneity scale of the magnetic field. Ma... SV Bulanov - Sov. Astron. Lett. (Engl. Transl.); (United States) 被引量: 22发表: 1980年 Quantum kinetic theory of trapped partic...
The Motion of charged particle in magnetotail-like reversal field with time dependent electric field is studied analytically and numerically using a test particle approach. Variations in the solar wind magnetic and/or velocity can induce a time-dependent electric field in the magnetotail. Interaction ...
(1) please determine the charge of the particle and find out its ratio of q/m; (2) if the direction of the magnetic field and the space range is changeless, and the size of the magnetic induction intensity into B , the particle is still from A into the magnetic field with the same...
to the rigorous theory of the motion of charges in magnetic fields, this paper illustrates that very simple magnetic configurations can give rise to complicated, even chaotic trajectories, thus posing the question of how the complexity of magnetic lines affects the complexity of particle motions. ...
ChargedParticlesTheMotionofChargedParticlesin.PDF,About ODE 2nd Order: Charged Particles The Motion of Charged Particles in Magnetic Fields The path p (t) of a particle with electric charge e and mass m in a magnetic field B is given by m · p (t) = e