首页> 外文OA文献 >Relativistic coupled-cluster analysis of parity nonconserving amplitudes and related properties of the $6s ~ ^2S_{1/2} - 5d ~ ^2D_{3/2;5/2}$ transitions in $^{133}$Cs
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Relativistic coupled-cluster analysis of parity nonconserving amplitudes and related properties of the $6s ~ ^2S_{1/2} - 5d ~ ^2D_{3/2;5/2}$ transitions in $^{133}$Cs

机译:奇偶非保守振幅的相对论耦合聚类分析   以及$ 6s的相关属性〜^ 2s_ {1/2} - 5d~ ^ 2D_ {3/2; 5/2} $   转换$ ^ {133} $ Cs

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摘要

We present the results of our calculations of the parity nonconservingelectric dipole amplitudes ($E1_{PNC}$) for the $6s ~ ^2S_{1/2} - 5d ~^2D_{3/2;5/2}$ transitions of $^{133}$Cs employing a relativisticcoupled-cluster (RCC) method. $E1_{PNC}$ values for the nuclear spinindependent (NSI) and nuclear spin dependent (NSD) parity non-conservation(PNC) effects for different hyperfine levels of the $6s ~ ^2S_{1/2} - 5d ~^2D_{3/2}$ transition and only due to the NSD PNC interaction Hamiltonian forall possible hyperfine levels of the $6s ~ ^2S_{1/2} - 5d ~ ^2D_{5/2}$transition are given. We have also performed calculations of several propertiesthat are relevant for assessing the reliability of the calculations of theamplitudes of the above mentioned transitions. We highlight the importance ofcorrelation effects by giving the results of both the Dirac-Fock (DF) and RCCcontributions. Approximate contributions to these properties from the Breit andquantum electrodynamics (QED) interactions have also been evaluated. Plausibleexperimental schemes to measure these transition amplitudes by light shifttechniques and interference involving induced Stark shifts are outlined.
机译:我们给出了6s〜^ 2S_ {1/2}-5d〜^ 2D_ {3/2; 5/2} $跃迁的奇偶性非保守电偶极振幅($ E1_ {PNC} $)的计算结果。 $ ^ {133} $ C采用相对论耦合群集(RCC)方法。对于$ 6s〜^ 2S_ {1/2}-5d〜^ 2D_的不同超精细水平,核自旋无关(NSI)和核自旋依赖性(NSD)奇偶性非保守(PNC)效应的$ E1_ {PNC} $值。给出{3/2} $过渡,并且仅由于NSD PNC交互作用,由哈密顿量给出$ 6s〜^ 2S_ {1/2}-5d〜^ 2D_ {5/2} $过渡的所有可能的超精细水平。我们还执行了一些属性的计算,这些属性与评估上述跃迁幅度的计算的可靠性有关。通过给出狄拉克-福克(DF)和RCC贡献的结果,我们强调了相关效应的重要性。还已经评估了Breit和量子电动力学(QED)相互作用对这些特性的近似贡献。概述了通过光偏移技术测量这些跃迁幅度的合理实验方案,以及涉及诱发的斯塔克频移的干扰。

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    Sahoo, B. K.; Das, B. P.;

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