计算了已有实验数据的跃迁几率。
The transition probabilities corresponding to the existing experimental data are also calculated.
微扰理论III。跃迁几率。波包。简并。
Perturbation Theory III. Transition Probability. Wavepacket. Degeneracy.
计算了相关态的振子强度、跃迁几率和波长。
The oscillator strengths, transition rates and wavelengths are also calculated.
导出了波函数、电磁跃迁几率的解析表达式。
The wave functions and electromagnetic transition rales are derived analytically.
最后讨论了磁光跃迁几率和迴旋共振的有效质量。
The magnetic-optical transition probabilities and the effective masses of cyclotron resonance are discussed.
通过这些测量提取约化跃迁几率B（E2 ） 。
The reduced transition probabilities B (E2) are extracted from these measurements.
激光达到饱和强度时，上能级弛豫速率等于受激跃迁几率。
The relaxation rate of upper level is equal to the transition probability of stimulated emission.
因此，用微观方法推导出的核子跃迁几率是与时间相关的。
The nucleon transition probabilities, which are derived microscopically, are related with the energy dissipation of the relative motion, thus they are time-dependent.
近共振时，选择最佳相位函数对脉冲整形，可获得最大的双光子跃迁几率。
Meanwhile, the maximum two-photon transition probability is obtained by choosing the best shaping function under the resonance case.
也给出了辐射和无辐射跃迁几率对温度的关系以及浓度猝灭和温度猝灭曲线。
The dependence of radiative and nonradiative transition probability on the temperature is discussed, and the curve of concentration quench and temperature quench is given.
本文给出了这一规则的证明，并应用此规则计算了光的发射与吸收的跃迁几率。
This paper gives the proof of this rule, and applies this rule to calculate the transition probability of the emission and absorption of light.
本文详细计算了辐射跃迁几率、无辐射跃迁几率、交叉弛豫几率和其他光谱参数。
In this paper, the radiative transition probability, non-radiative transition probability, cross relaxation probability and other spectral parameters are calculated in detail.
基态磁矩的结果也很符合实验，我们也还计算了某些低能级之间的E2跃迁几率及分支比。
The agreement with experiment is fair. The ground state magnetic moments and reduced E2 transition probabilities between some low-lying states are also calculated.
本文利用在任意光场中原子跃迁几率的一般表达式，讨论了原子在压缩态光场中的跃迁特性。
Using the general expression of the transition probability of atom in the arbitrary light field, we consider the transition properties of atoms in squeezed states of light field.
给出爱因斯坦几率系数的新定义；进而计算了双光子自发跃迁几率，并对结果作了分析讨论。
First, We set up the two-photon Planck radiation equation, then give a new definition of Einsient probability coefficients, calculate the two-photon transition probability and analyze the results.
上述这些宏观性质，可以从原子分子结构，辐射跃迁几率和原子间相互作用势等基本参数求出。
All of the above macroscopic properties can be calculated from the basic informations about the atomic and molecular structures, radiation transition probabilities and interatomic potentials.
考虑到光场的振幅随时间分布的影响时，我们重新研究了光场与二能级原子相互作用的跃迁几率问题。
Considering the effect of distribution of amplitude vs time t, we reconsider the problem of transition of a two-level atoms which interacts with optic field.
振幅的变化描述跃迁几率，相位的变化体现为原子的能级移动。本文用分析相位的变化来计算能级移动。
The variation of oscillation amplitude transition probability while the phase change is manifested as the level shift of atom.
光谱强度是量度光谱的重要宏观物理量，研究氢原子光谱相对强度的分布可以加深对量子跃迁几率的认识。
The understanding of quantum transition can be enhanced through studying the distribution of the relative intensity of the hydrogen spectrum.
根据黄昆等的声子统计分布理论，计算了4.2K和20K下的多声子跃迁几率因式和发射的平均声子数目。
According to the Huang Kun's statistical distribution theory of phonons (1982), the phonon probability factors and the average numbers of phonons at 4.2K and 20K are exactly calculated.
并且拉曼散射光谱向低波数方向移动，有助于增加光致电子的跃迁几率，提高多相光催化过程的本征量子效率。
The Raman scattering shifted to low wave number direction helped to increase the transition probability of photon-generated electrons and improved photoefficiency.
定义灵敏度系数，得到相位噪声对于跃迁几率的权重函数，求得相位噪声对于重力加速度测量的具体影响结果。
The sensitivity coefficient describing the relationship between the phase noise and the transition probability is defined. And then, the sensitivity of the interferometer is achieved.
基于推转模型和粒子转子模型关于奇奇核二准粒子转动带磁偶极约化跃迁几率的描述，对稀土区双奇核的这一行为进行了讨论。
Such a phenomenon is discussed based on the formula of magnetic dipole reduced transition probability deduced from the Cranking Shell Model and Particle Rotor Model respectively.
基于推转模型和粒子转子模型关于奇奇核二准粒子转动带磁偶极约化跃迁几率的描述，对稀土区双奇核的这一行为进行了讨论。
Such a phenomenon is discussed based on the formula of magnetic dipole reduced transition probability deduced from the Cranking Shell Model and Particle Rotor Model respectively.
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