2014
DOI: 10.1073/pnas.1406721111
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Pressure-enabled phonon engineering in metals

Abstract: We present a combined first-principles and experimental study of the electrical resistivity in aluminum and copper samples under pressures up to 2 GPa. The calculations are based on first-principles density functional perturbation theory, whereas the experimental setup uses a solid media piston-cylinder apparatus at room temperature. We find that upon pressurizing each metal, the phonon spectra are blue-shifted and the net electron-phonon interaction is suppressed relative to the unstrained crystal. This reduc… Show more

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Cited by 30 publications
(9 citation statements)
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References 27 publications
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“…Any reduction in electron–phonon coupling will be reflected in a reduction in the electrical resistivity. [ 47 ] In other words, as copper's electron–phonon coupling ( λ ) decreases, so does its electrical resistivity (/conductivity) decreases (/increases). In our case, applying 0.15% strain reduces λ , and thus electrical resistivity ( ρ = 1/ σ ) decreases.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…Any reduction in electron–phonon coupling will be reflected in a reduction in the electrical resistivity. [ 47 ] In other words, as copper's electron–phonon coupling ( λ ) decreases, so does its electrical resistivity (/conductivity) decreases (/increases). In our case, applying 0.15% strain reduces λ , and thus electrical resistivity ( ρ = 1/ σ ) decreases.…”
Section: Resultsmentioning
confidence: 99%
“…The copper's electrical resistivity (/conductivity) decreases (/increases) due to reducing electron-phonon coupling. [39,47] According to Wiedemann-Frantz law, EC is proportional to TC; thus, increasing EC enhances TC. [31] A similar result was observed by Giri et al, [39] who found that a small reduction in the electron-phonon coupling factor of metals enhanced electrical and electronic thermal conductivities largely.…”
Section: Tensile and Compressive Strain Effectmentioning
confidence: 99%
“…The phonon hardening can be reached by isotope substitutions like in H 3 S, where replacement of 32 S atoms by the heavier isotopes 33 S, 34 S, 35 S, and 36 S produces a significant effect on the lattice dynamics [32]. Finally, the strain at the sample surface/interface also affects the phonon structure and dispersion relation [7,8,33,34] and so, it can be used to manipulate the Debye frequency. Notice that the phonon softening near surfaces can have a dual effect on the surface superconductivity enhancement: firstly, by increasing the electron-phonon coupling, and secondly, by increasing T cs as compared to T cb due to changing the ratio of the Debye energy to the energy band width.…”
Section: Conclusion and Discussionmentioning
confidence: 99%
“…In explanation, the electrical resistivity drops, because of the absence of structural, electronic, and/or topological transition, which was due to the increase in pressure. From phonons perspective, Lanzillo et al (2014) (Gomi et al 2016). All the previous calculations of volume, density electronic, band structure, Bloch spectral function, and electrical resistivity were received at 0 K of temperature by using the Functional Density Theory (DFT).…”
Section: Electrical Resistivitymentioning
confidence: 99%