介绍了用相对论多通道理论结合量子亏损理论计算电子碰撞激发过程的方法。
A method combining the relativistic multichannel theory with the multichannel quantum defect theory is presented to calculate electron impact excitation.
依据离子能级的相对论量子亏损理论，给出了类氦离子电离能的一种表达式。
Based on relativity quantum defect theory of ions energy levels, an expression of ionization energies of helium-like ions has been given.
并利用最新的R矩阵的计算结果 ，结合多通道量子亏损理论进行了理论分析。
The experimental data are compared with the results of an R matrix calculation combined with multichannel quantum defect theory (MQDT).
电子碰撞过程可将靶原子或离子激发至无数的束缚态、自电离态和对应的连续态，多通道量子数亏损理论能够统一地处理这些激发态。
The target atom or ion may be excited to infinite bound states, auto-ionizing states and adjoint continuum states which can be treated in an unified manner by Multichannel Quantum Defect Theory.
采用相对论性自洽场方法对所得能级以及相应的量子亏损作了计算，理论与实验结果符合得很好。
These energy levels and relevant quantum defects have been calculated by using relativistic self-consistent field method The theoretical results are coincident with the experiments very well.
为了统一处理束缚态到束缚态和束缚态到连续态的跃迁，根据量子数亏损理论定义了广义振子强度密度。
In order to treat the bound-bound and bound-continuum transitions in a unified manner, the generalized oscillator strength density is defined.
为了统一处理束缚态到束缚态和束缚态到连续态的跃迁，根据量子数亏损理论定义了广义振子强度密度。
In order to treat the bound-bound and bound-continuum transitions in a unified manner, the generalized oscillator strength density is defined.
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