共振俄歇跃迁的最新进展:动态自旋极化的预测和倾向规则

B. Lohmann
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引用次数: 10

摘要

研究了共振光激发Xe¤(4d-15/2 6p3/2) N5O2,3O2,3俄歇谱的角分布和自旋极化。采用两步模型,使我们能够独立地确定一次激励和俄歇发射过程的动态参数。假设一个全圆偏振或线偏振光子束,决定主光激发的动态参数成为常数,与矩阵元素无关。应用相对论畸变波近似计算了描述俄歇衰变动力学的相关数字,即相对强度、角分布和自旋极化参数,并与实验和其他理论数据进行了比较。有了这个,对自旋极化矢量的预测就成为可能。在所有俄歇跃迁到Jf = h的最终态时,发现了很大程度的动态自旋极化。这与早先对图解俄歇跃迁的计算相反。最近,我们给出了一个解释,推导出共振俄歇跃迁的倾向规则。倾向规则允许预测俄歇线一个大的动态自旋极化可以预期。这些预测与我们对共振的Xe N5O2,3O2,3和Ar L3M2,3M2,3俄俄多态的Dirac-Fock计算一致。结果表明,大的自旋极化效应是由发射的s1/2部分波的散射相的大位移引起的,而小的自旋极化是由于部分波的库仑相和散射相之间的抵消引起的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Recent developments of resonant Auger transitions: predictions and propensity rules for the dynamic spin polarisation
The angular distribution and spin polarisation of the resonantly photoexcited Xe¤(4d–15/2 6p3/2 ) N5O2,3O2,3 Auger spectrum is investigated. The two-step model has been used which allows us to independently determine the dynamic parameters of the primary excitation and the Auger emission process. Assuming either a fully circularly or linearly polarised photon beam the dynamic parameters determining the primary photoexcitation become constant numbers independent of the matrix elements. Applying a relativistic distorted wave approximation the relevant numbers describing the Auger decay dynamics, i.e. relative intensities, angular distribution and spin polarisation parameters have been calculated, and are compared with experimental and other theoretical data. With this, predictions for the spin polarisation vector are possible. A large degree of dynamic spin polarisation has been found for all Auger transitions to a final state with Jf = h . This is in contrast to earlier calculations for diagram Auger transitions. Recently, we have given an explanation for this deriving propensity rules for resonant Auger transitions. The propensity rules allow for predictions for which Auger line a large dynamic spin polarisation can be expected. The predictions are in accord with our multiconfigurational Dirac–Fock calculations for the resonant Xe N5O2,3O2,3 and Ar L3M2,3M2,3 Auger multiplets. It is demonstrated that the effect of a large spin polarisation is caused by a large shift of the scattering phase of the emitted es1/2 partial waves, whereas a small spin polarisation is due to a cancellation between the Coulomb and scattering phases of the partial waves.
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