Energies and structures of Cu/Nb and Cu/W interfaces from density functional theory and semi-empirical calculations

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Energies and structures of Cu/Nb and Cu/W interfaces from density functional theory and semi-empirical calculations. / Bodlos, Rishi; Fotopoulos, V.; Spitaler, J. et al.
In: Materialia, Vol. 21.2022, No. March, 101362, 13.02.2022.

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Bodlos R, Fotopoulos V, Spitaler J, Shluger AL, Romaner L. Energies and structures of Cu/Nb and Cu/W interfaces from density functional theory and semi-empirical calculations. Materialia. 2022 Feb 13;21.2022(March):101362. doi: 10.1016/j.mtla.2022.101362

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Bodlos, Rishi ; Fotopoulos, V. ; Spitaler, J. et al. / Energies and structures of Cu/Nb and Cu/W interfaces from density functional theory and semi-empirical calculations. In: Materialia. 2022 ; Vol. 21.2022, No. March.

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@article{3c4301ad3ed341a591726fdb8d393416,
title = "Energies and structures of Cu/Nb and Cu/W interfaces from density functional theory and semi-empirical calculations",
abstract = "Cu/Me multilayer systems, with Me referring to a body-centered cubic () metal, such as Nb and W, are widely used for nuclear, electrical, and electronic applications. Despite making up only a small percentage of the volume, interfaces in such systems play a major role in determining their electrical, mechanical, thermal and diffusive properties. Face-centered cubic () Cu often forms Kurdjumov-Sachs (KS) and Nishiyama-Wassermann (NW) type interfaces with metals or variations thereof. For the Cu/Nb system, these interface relationships have been extensively studied with semi-empirical methods. Surprisingly, the energetics and interface properties of Cu/W have not yet been studied in detail, in spite of extensive applications. In this study, we employ both periodic Embedded Atom Method (EAM) and Density Functional Theory (DFT) simulations to explore the geometric and energetic properties of the KS and NW interfaces of Cu/Nb and Cu/W. To assess the reliability of our approach, the dependence of the results on the size of periodic cells is examined for coherent and incoherent interfaces. We provide the interface energies and the work of separation for the Cu/W and Cu/Nb interfaces at DFT accuracy. The results of calculations with two EAM potentials are in qualitative agreement with those obtained using DFT and allow investigating the convergence of interfacial properties. These key energetic quantities can be used for future thermodynamic and mechanical modeling of Cu/Me interfaces.",
author = "Rishi Bodlos and V. Fotopoulos and J. Spitaler and A.L. Shluger and Lorenz Romaner",
year = "2022",
month = feb,
day = "13",
doi = "10.1016/j.mtla.2022.101362",
language = "English",
volume = "21.2022",
journal = "Materialia",
issn = "2589-1529",
publisher = "Elsevier",
number = "March",

}

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TY - JOUR

T1 - Energies and structures of Cu/Nb and Cu/W interfaces from density functional theory and semi-empirical calculations

AU - Bodlos, Rishi

AU - Fotopoulos, V.

AU - Spitaler, J.

AU - Shluger, A.L.

AU - Romaner, Lorenz

PY - 2022/2/13

Y1 - 2022/2/13

N2 - Cu/Me multilayer systems, with Me referring to a body-centered cubic () metal, such as Nb and W, are widely used for nuclear, electrical, and electronic applications. Despite making up only a small percentage of the volume, interfaces in such systems play a major role in determining their electrical, mechanical, thermal and diffusive properties. Face-centered cubic () Cu often forms Kurdjumov-Sachs (KS) and Nishiyama-Wassermann (NW) type interfaces with metals or variations thereof. For the Cu/Nb system, these interface relationships have been extensively studied with semi-empirical methods. Surprisingly, the energetics and interface properties of Cu/W have not yet been studied in detail, in spite of extensive applications. In this study, we employ both periodic Embedded Atom Method (EAM) and Density Functional Theory (DFT) simulations to explore the geometric and energetic properties of the KS and NW interfaces of Cu/Nb and Cu/W. To assess the reliability of our approach, the dependence of the results on the size of periodic cells is examined for coherent and incoherent interfaces. We provide the interface energies and the work of separation for the Cu/W and Cu/Nb interfaces at DFT accuracy. The results of calculations with two EAM potentials are in qualitative agreement with those obtained using DFT and allow investigating the convergence of interfacial properties. These key energetic quantities can be used for future thermodynamic and mechanical modeling of Cu/Me interfaces.

AB - Cu/Me multilayer systems, with Me referring to a body-centered cubic () metal, such as Nb and W, are widely used for nuclear, electrical, and electronic applications. Despite making up only a small percentage of the volume, interfaces in such systems play a major role in determining their electrical, mechanical, thermal and diffusive properties. Face-centered cubic () Cu often forms Kurdjumov-Sachs (KS) and Nishiyama-Wassermann (NW) type interfaces with metals or variations thereof. For the Cu/Nb system, these interface relationships have been extensively studied with semi-empirical methods. Surprisingly, the energetics and interface properties of Cu/W have not yet been studied in detail, in spite of extensive applications. In this study, we employ both periodic Embedded Atom Method (EAM) and Density Functional Theory (DFT) simulations to explore the geometric and energetic properties of the KS and NW interfaces of Cu/Nb and Cu/W. To assess the reliability of our approach, the dependence of the results on the size of periodic cells is examined for coherent and incoherent interfaces. We provide the interface energies and the work of separation for the Cu/W and Cu/Nb interfaces at DFT accuracy. The results of calculations with two EAM potentials are in qualitative agreement with those obtained using DFT and allow investigating the convergence of interfacial properties. These key energetic quantities can be used for future thermodynamic and mechanical modeling of Cu/Me interfaces.

U2 - 10.1016/j.mtla.2022.101362

DO - 10.1016/j.mtla.2022.101362

M3 - Article

VL - 21.2022

JO - Materialia

JF - Materialia

SN - 2589-1529

IS - March

M1 - 101362

ER -