It is found that the atomic quantized translational motion sensitively depends on the atomic internal state population.
结果表明原子量子化平移运动敏感地依赖于原子的内态布居。
In this paper, their interaction between the two-level atomic quantized translational motion and internal state population in a quantized standing-wave cavity are studied.
讨论了在驻波腔场中两能级原子的量子化平移运动与原子内态布居间的相互影响。
The path integral Monte Carlo method with a constant pressure ensemble is used to study the equation of state of solid hydrogen with translational and rotational degrees of freedom.
同时考虑分子的平动与转动自由度，用等温等压系综的路径积分蒙特卡罗方法研究了固体氢的状态方程。
The influence of atomic internal state population on its translational motion in a quantized standing wave cavity field with spatial periodic structure is investigated.
基于原子作双光子共振跃迁的原子场缀饰态 ，讨论了驻波腔场中两能级原子的量子化平移运动与原子内态布居间的相互影响。
Specially, when the atom was at the superpositions of two internal state equal weight same phase, the translational motion wave function presented the very stable characteristics.
特别地，当原处于两内态等权重同位相迭加态时，平移运动呈现出稳定的特征。
Based on the model, a steady state analysis model of the translational motor is founded with the state equations established which takes the flux linkages of the phase windings as state variable.
在该分析模型的基础上，推导出了电机绕组满足的以绕组磁链为状态变量的微分方程，建立了电机稳态运行分析的数学模型。
Based on the model, a steady state analysis model of the translational motor is founded with the state equations established which takes the flux linkages of the phase windings as state variable.
在该分析模型的基础上，推导出了电机绕组满足的以绕组磁链为状态变量的微分方程，建立了电机稳态运行分析的数学模型。
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