Properties from relativistic coupled-cluster without truncation: hyperfine constants of , , and
arXiv:0912.3681 · doi:10.1103/PhysRevA.81.042514
Abstract
We demonstrate an iterative scheme for coupled-cluster properties calculations without truncating the dressed properties operator. For validation, magnetic dipole hyperfine constants of alkaline Earth ions are calculated with relativistic coupled-cluster and role of electron correlation examined. Then, a detailed analysis of the higher order terms is carried out. Based on the results, we arrive at an optimal form of the dressed operator. Which we recommend for properties calculations with relativistic coupled-cluster theory.
13 pages, 4 figures, 5 tables
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- Perturbed Coupled-Cluster theory to calculate dipole polarizabilities of closed shell systems: Application to Ar, Kr, Xe and Rn
- Electric dipole polarizability from perturbed Relativistic Coupled-Cluster Theory: application to Neon
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- Electric dipole polarizabilities of alkali metal ions from perturbed relativistic coupled-cluster theory
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- Relativistic coupled cluster calculations on hyperfine structures and electromagnetic transition amplitudes of In III
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- Role of triple excitations in calculating different properties of Ba+
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