We have found that different parameters of the laser and initial positions (and velocity) deeply affect the electron motion.
计算后发现不同的激光参数、电子的初始速度和位置都能影响电子的运动轨迹。
Even if the coupling laser field is the very small and weak, there still are the relativistic effects of the electron motion and the electrostatic field.
即使耦合激光场非常弱，电子的运动仍表现出相对论效应，仍有静电场存在。
This paper explores the generation and distribution, the influences on electron motion and interactions of the self-magnetic field in the relativistic magnetron.
针对相对论磁控管中自磁场的产生与分布、自磁场对电子运动的影响以及自磁场对互作用的影响进行了深入分析。
In chapter 4, we solved the relativistic electron motion equation numerically to find the relation between the electron motion and the longitudinal component of the electric field.
在第四章中，通过对电子的相对论运动方程进行数值计算，研究了超强激光电场的纵向分量对电子运动产生的影响。
The rapid motion of the electros causes the sluggish nuclei to "see" the electron as a charge cloud rather than as a discrete particle.
电子的快速运动使得缓动的核把电子“看成”象电核云，而不是象分立的粒子。
Coupled with fluid equations for the electron and ion motion, the microwave discharge courses are calculated.
耦合电子、离子运动的流体方程，对微波等离子体的初始形成过程进行了数值模拟计算。
Relativistic motion of the electron produces fine structure among the energy levels.
电子的相对论性运动在能级中产生精细结构。
The two basic formulas of electron quasi motion are given.
给出了电子准经典运动的两个基本关系式。
An electron is by some means removed from the most tightly bound state of motion.
用某种方法把一个电子从束缚最紧的运动状态上移走。
The radiation is due to the motion of change and has nothing to do with the spin of the electron.
因为辐射是由于电荷的运动所产生的，而与电子的自旋无关。
The classical behavior of a free electron in a strong laser plasma is discussed by solving the generally-covariant equation of motion for an electron.
通过严格求解广义协变的电子运动方程，讨论了强激光等离子体中自由电子的经典行为。
We find out that, in drift, region, the motion equation of electron is an oscillation one, which influences the prcbunching of electrons.
在漂移区中考虑直流空间电荷场的影响。我们发现电子运动在该区服从一振荡方程；
But luckily for us, there's a classical equation of motion that will, in fact, describe how the electron and nucleus change position or change their radius as a function of time.
但幸运的是，有一个，经典方程描述了电子和核子，位置或者它们直接的距离是，如何随时间变化的。
Spin-orbit coupling is the interaction between the spin magnetic moment of an electron and magnetic field generated by its orbital motion.
自旋-轨道耦合是电子的自旋磁矩和由轨道运动产生的磁场之间的相互作用。
The equation of motion of two-electron atom in 3-D space is transformed into that of one-electron atom in 6-D space, subjected to generalized Coulombic potential.
将二电子原子在三维空间中的运动转化为单电子原子在六维空间中受广义库仑力作用的运动。
The equation of motion of two-electron atom in 3-D space is transformed into that of one-electron atom in 6-D space, subjected to generalized Coulombic potential.
将二电子原子在三维空间中的运动转化为单电子原子在六维空间中受广义库仑力作用的运动。
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