First principles model for voids decorated by transmutation solutes: Short-range order effects and application to neutron irradiated tungsten
Duc Nguyen-Manh, Jan S. Wrobel, Michael Klimenkov, Matthew J. Lloyd,, Luca Messina, and Sergei L. Dudarev

TL;DR
This study develops a first-principles model to understand how transmutation solutes like Re and Os segregate to voids in tungsten under irradiation, explaining experimental observations relevant to fusion reactor materials.
Contribution
The paper introduces a novel matrix Hamiltonian approach combined with thermodynamic integration to simulate transmutation-induced segregation in tungsten alloys, capturing short-range order effects.
Findings
Void decoration by Re and Os confirmed at high temperatures.
Tantalum does not decorate voids, consistent with SRO predictions.
Model aligns with TEM and APT experimental data.
Abstract
Understanding how properties of materials change due to nuclear transmutations is a major challenge for the design of structural components for a fusion power plant. In this study, by combining a first-principles matrix Hamiltonian approach with thermodynamic integration we investigate quasi-steady state configurations of multi-component alloys, containing defects, over a broad range of temperature and composition. The model enables simulating transmutation-induced segregation effects in materials, including tungsten where the phenomenon is strongly pronounced. Finite-temperature analysis shows that voids are decorated by Re and Os, but there is no decoration by tantalum (Ta). The difference between the elements is correlated with the sign of the short range order (SRO) parameter between impurity and vacancy species, in agreement with Atom Probe Tomography (APT) observations of…
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