# Elastic stiffness tensors of Zr-$x$Nb alloy in presence of defects: A   molecular dynamics study

**Authors:** Mohammad-Reza Basaadat, Mahmoud Payami

arXiv: 1907.11977 · 2020-04-28

## TL;DR

This study uses molecular dynamics simulations to analyze how radiation-induced defects affect the elastic stiffness tensors of Zr-$x$Nb alloys, providing insights into their local mechanical property changes under irradiation.

## Contribution

It presents a detailed investigation of the effects of radiation damage on the local elastic properties of Zr-$x$Nb alloys, including the influence of Nb concentration and defect microstructures.

## Key findings

- Nb concentration affects mechanical stability.
- Local elastic constants vary with defect microstructure.
- Temperature influences defect-induced property changes.

## Abstract

In a nuclear reactor, the Zr-$x$Nb alloy, which is used as a structural material in the core region, is irradiated by energetic particles that cause the atoms to be displaced from their lattice sites and giving rise to crystal defects. The local changes in the atomic arrangements lead to local deformations of the solid and thereby changes of its local mechanical properties. Understanding the mechanisms behind this evolution in the core region of a reactor, and its monitoring or controlling is a critical task in nuclear industry. In this work, using extensive molecular dynamics simulations, we have studied the effects of radiation damage on the local mechanical properties of Zr-$x$Nb alloy. In the first step, the effect of Nb-concentration on the mechanical stability of homogeneous Zr-$x$Nb alloy is investigated. In the second step, we have studied the local changes of the elastic constants due to local changes of the microstructure. These local changes include presence and accumulation of vacancies in the form of dislocation loops or voids, accumulation of Nb atoms in the form of clusters of different morphologies. This study covers both cases of $T=0^\circ$K and finite temperatures up to $T=600^\circ$K.

## Full text

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## Figures

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## References

45 references — full list in the complete paper: https://tomesphere.com/paper/1907.11977/full.md

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Source: https://tomesphere.com/paper/1907.11977