Étude des propriétés de diffusion des défauts ponctuels dans les alliages à haute entropie à l’aide de la technique d’activation-relaxation cinétique
High-entropy alloys are a novel class of materials discovered recently and demonstrating promising physical and mechanical properties. These single-phase solid solutions present a high hardness, a great resistance to corrosion, a good resistance to ion radiation damages and a stable phase even at high temperature. For these reasons they have attracted the attention for numerous potential uses, notably in the next generation of nuclear reactors. In this thesis, we study the diffusion of point defects in the 55Fe-28Ni-17Cr alloy. This kind of defect being very frequently created by irradiation in nuclear reactors. We will also use the occasion of having an alloy with a complex microstructure to add and test a method of computing the transition rate globally and locally based on the computation of the prefactor of the harmonic Transition State Theory (hTST). These additions will be made in the kinetic Activation-Relaxation Technique, a kinetic Monte Carlo method that will be used to study the diffusion of point defects in the alloy. We demonstrate that there is an important discrepancy between the rate computed with and without the hTST that can lead to an error in the computed diffusion properties of defects. We also show that the prefactor obeys an anti Meyer-Neldel compensation law. The local method to compute the prefactor is then studied and proven to be able to reproduce the global rate for a large number of events.
Diffusion High-entropy alloy Diffusion Defects Kinetic Monte-Carlo Transition State Theory Prefactor