2005
DOI: 10.1103/physrevb.72.224512
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Electrons and phonons in the ternary alloyCaAl2xSixas a function of composition

Abstract: We report a detailed first-principles study of the structural, electronic and vibrational properties of the superconducting C32 phase of the ternary alloy CaAl2−xSix, both in the experimental range 0.6 ≤ x ≤ 1.2, for which the alloy has been synthesised, and in the theoretical limits of high aluminium and high silicon concentration. Our results indicate that, in the experimental range, the dependence of the electronic bands on composition is well described by a rigid-band model, which breaks down outside this … Show more

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Cited by 57 publications
(64 citation statements)
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“…At present, we cannot conclusively explain the different phonon softening behavior of the systems. However, by comparing our (partial) phDOS's obtained for different nH stacking variants with those of previous VCA calculations, 12,17 we observe that phonon softening mainly involves Al out-of-plane vibrations. Phonon softening appears if a block of three or more like planes is found in the sequence.…”
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confidence: 86%
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“…At present, we cannot conclusively explain the different phonon softening behavior of the systems. However, by comparing our (partial) phDOS's obtained for different nH stacking variants with those of previous VCA calculations, 12,17 we observe that phonon softening mainly involves Al out-of-plane vibrations. Phonon softening appears if a block of three or more like planes is found in the sequence.…”
mentioning
confidence: 86%
“…13,14 The interplay of these two ingredients gives rise to intriguing effects both on the normal and the superconducting properties. The presence of an ultrasoft phonon mode at ∼7 meV was initially evidenced by first-principles calculations 11,12,15,16,17 and recently confirmed by neutron-scattering experiments. 17 The ultrasoft phonon modes are believed to induce strong eph coupling and to lead to an enhanced specific heat anomaly at T c as well as to a positive pressure dependence of T c in CaAlSi.…”
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confidence: 99%
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“…For each of the disordered sites we construct a new pseudopotential called alchemical, which is obtained from mixing the atoms that participate in the solid solution in the appropriate amounts (Giantomassi et al, 2005,). In practice the alchemical pseudopotentials are obtained as follows: the local potentials of the original pseudopotentials are linearly mixed, the form factors of the non-local projectors are all preserved, and all considered to generate the alchemical potential, the scalar coefficients of the non-local projectors are multiplied proportionally and the core charge cutoff radius and functions are linear combinations of respectively the radii and the functions of the original pseudopotentials.…”
Section: Computational Detailsmentioning
confidence: 99%