Spin-orbit interaction and coulomb term have also been taken into consideration.
另外我们还考虑了自旋-轨道相互作用和库仑相互作用。
Their fine structures are calculated by using spin-orbit and spin-other-orbit interaction operators.
在能级精细结构的计算中不仅考虑了自旋-轨道相互作用还计及自旋-其他轨道相互作用。
Using transformation of velocities and time dilation, Thomas precession is derived and applied to deduce the spin-orbit interaction energy.
利用速度变换给出托玛斯旋进，并应用于玻尔氢原子；利用时间膨胀给出托玛斯角速度；最后计算轨道自旋相互作用能．。
Of special interest is to produce an uneven spin population out of an unpolarized source by means of various spin-related transport phenomena (relativistic spin-orbit interaction).
自旋电子学器件需要一个有效的自旋注入到传统的半导体中，最近人们比较感兴趣的是利用自旋相关的输运现象-自旋轨道耦合来产生自旋极化。
As a result the interaction at work in the vapour - spin-orbit coupling - is simply too weak to explain these recent results, according to Naaman.
实际上，根据Naaman的解释，在手性分子蒸气过程中起作用的主要是自旋—轨道耦合相互作用，这显然太弱而无法解释当前的实验结果。
But when a body orbits inside a gaseous disk, its orbit shrinks and the body spirals gradually towards the planet as a result of the gravitational interaction of the body with the surrounding gas.
当一个天体的轨道处在尘埃云内时，由于与周边物质的引力作用，它的轨道将逐渐收缩，以螺旋渐进的方式接近主星。
The degree of interaction between the magnetic field caused by an electron's spin and that caused by its motion, or "orbit", depends on the material it is moving through.
而由电子自旋产生的磁场，及由磁场运动，或所谓“绕轨道运转”，对电子的影响，二者之间相互作用的程度取决于它们所凭借的是何物质。
Recent evidence indicates that a close gravitational interaction with a neighboring galaxy created waves of high mass and condensed gas which continue to orbit the galaxy center.
最近发现的证据表明，与邻近星系紧密的引力作用形成了大质量致密气体激波，而该气体激波依旧围绕着星系中央运动。
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 energy structure in 2DEG in presence of the effect of Rashba spin-orbit coupling interaction has been studied in this thesis.
文章研究在二维自由电子的体系中有自旋—轨道耦合存在的情况下的能谱结构。
The energy structure in 2DEG in presence of the effect of Rashba spin-orbit coupling interaction has been studied in this thesis.
文章研究在二维自由电子的体系中有自旋—轨道耦合存在的情况下的能谱结构。
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