A positively charged particle moving with a velocity \(V=\vec{Vx_{i}}+\vec{Vy_{j}}\) enters a region with a uniform magnetic field \(\vec{B}\) in the \(-z\) direction. Which of the following statements are true?I. The particle moves in the magnetic field without any change ...
A study was made of charged particle motion in a free-vortex flow field to determine the parameters affecting particle motion and to determine the extent to which applied electric fields can influence the particle motion. Four different cases were investigated. These included first, the analysis of...
In a magnetic field, the force on a moving charged particle is maximum when the particle moves ___. A. parallel to the magnetic field B. perpendicular to the magnetic field C. at an angle of 45 degrees to the magnetic field D. in any random direction 相关...
We study the time evolution of a charged particle moving in a medium under the action of a constant electric field E . In the framework of fully Hamiltonian models, we discuss conditions on the particle/medium interaction which are necessary for the particle to reach a finite limit velocity. ...
In an electromagnetic field, the force on a charged particle is given by F = q(E + v × B). If the charge of the particle is 2 C, the electric field E is 3 N/C, the velocity v is 4 m/s, and the magnetic field B is 1 T, what is the force?
The authors establish the exact solution of the Dirac equation for a charged particle moving in the Coulomb field plus Aharonov-Bohm field plus Dirac monop... VH Le,LX Hai,LI Komarov,... - 《Journal of Physics A General Physics》 被引量: 18发表: 1992年 Existence of bound states for a...
Brownian motion of a charged particle in a magnetic field We develop and numerically illustrate an exact solution of the multivariate, stochastic, differential equations that govern the velocity and position of a ... Lemons,S D.,Kaufman,... - 《Plasma Science IEEE Transactions on》 被引量: 8...
G. Chirkov & S. D. Shatalov 68 Accesses Explore all metrics Abstract We discuss the astrophysical problem [1] of the motion of a charged particle in crossed fields. In contrast with previous treatments [2–5] we allow strong inhomogeneities of the magnetic field. This is a preview of...
We study the motion of a classical (nonquantal) charged particle in a uniform magnetic field by means of i) the Abraham-Lorentz equation, ii) the Dirac relativistic equation and iii) the Caldirola nonrelativistic, finite-difference equation. In cases i) and iii) closed-form solutions are obtai...
Dynamics of a charged particle in a progressive plane wave. Physica D, Vol.138, 226 (2009).Bourdier A.Dynamics of a charged particle in a pro-gressive plane wave[J].Physica D:Nonlinear Phe-nomena,2009,238(2):226-232.Bourdier A.Dynamics of a charged particle in a pro-gressive plane ...