振子强度 meaning in Chinese
f value
Examples
- Dipole transition energy and oscillator strengthof the 1s22s - 1s2np for mn22 ion
的偶极跃迁能和振子强度 - For the sake of the practical application , the 1s to 2p transitional spectra of the group composed by na10 + and al12 + or another group composed by mg11 + and si13 + will be selected to use in the calculation about relation of relative intensity of spectra and electronic temperatures for making theoretical values approaching practice
计算所得的能级跃迁波长、自发跃迁几率a 、受激跃迁几率gb和振子强度是对实验所用光谱数据的补充。此外研究表明，利用z = 2的不同元素作示踪元素进行温度诊断是合理可行的。 - The energy level structures of the 4d core excited configuration 4d 5s25p5 , final radiative configuration 4d105s25p4 and final auger configurations 4d105s25p3 and 4d105s15p4 of csv ion and all possible decay dynamics processes related to these configurations are all determined by mcdf method . we also compared the present results of radiative transition , oscillator strength and the line width with the results obtained by experimental spectra and the quasi - relativistic configuration interaction method and got a good agreement . we also make prediction for some dominant features of the auger electron spectrum emitted by the auger decay process of the 4d95s25p6 core excited states
论文第三章中详细的介绍了cs离子的4d内壳层电子激发组态4d ~ 95s ~ 25p ~ 5 、辐射末态4d ~ ( 10 ) 5s ~ 25p ~ 4及auger末态4d ~ ( 10 ) 5s ~ 25p ~ 3和4d ~ ( 10 ) 5s5p ~ 4的能级结构及各种可能的辐射和auger衰变过程，获得了与已有的实验结果和相关的半经验准相对论组态相互作用计算结果相符的辐射跃迁能、振子强度以及线宽，预言了4d ~ 95s ~ 25p ~ 5态的以auger衰变为主的auger电子谱的特性。 - In this paper , the wavefunction is expanded in terms of the two - dimensional harmonic oscillator eigenfunction and the mismatch of the effective mass is considered . we calculate the energy of the ground state , the energy of the first excited state and the oscillator strength of the single electron in a square quantum wire with finite barriers
本文选取了以二维谐振子本征函数为基展开的波函数，并且考虑了有效质量的失配性，计算了有限深方形量子线中单电子的基态能，激发态能和振子强度。 - This paper has studied the wavefunction expanded in terms of the two - dimensional harmonic oscillator eigenfunction through calculating the energy of the ground state , the energy of the first excited state and the oscillator strength in a square wire with finite barriers and studied its application in these fields . the most remarkable advantage of this wavefunction is that it can satisfy the continuity of the function and of its derivative divided by the band - mass and it is convenient to calculate some physical magnitudes because the number of the terms is small
本文通过计算有限深方形量子线中单电子的基态能、第一激发态能和振子强度研究了以二维谐振子本征函数为基展开的波函数以及它在这些问题中的应用，此波函数的显著优点是：在边界处满足波函数的连续性条件和粒子流的守恒条件，并且展开项数少，计算方便。