2016
DOI: 10.1103/physrevb.93.245435
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Surface electron density models for accurateab initiomolecular dynamics with electronic friction

Abstract: Ab initio molecular dynamics with electronic friction (AIMDEF) is a valuable methodology to study the interaction of atomic particles with metal surfaces. This method, in which the effect of low-energy electron-hole (e-h) pair excitations is treated within the local density friction approximation (LDFA) [Juaristi et al., Phys. Rev. Lett. 100, 116102 (2008)], can provide an accurate description of both e-h pair and phonon excitations. In practice, its applicability becomes a complicated task in those situation… Show more

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Cited by 63 publications
(112 citation statements)
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“…For hydrogen atoms and molecules interacting with metallic surfaces at low coverage, for which collisions with pre-adsorbed species are unlikely, the main energy dissipation channel in the picosecond time scale is the excitation of low lying e-h pairs. [45][46][47][48][49][50][51][52] As such an effect depends on the surface electronic structure, its sensitivity to the crystal face is a relevant issue that we address in the present study. To this end, we compare, in the following, the dynamics of H 2 formation by abstraction of pre-adsorbed H atoms upon H atom scattering at finite coverage for the W(100) and W(110) surfaces.…”
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confidence: 99%
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“…For hydrogen atoms and molecules interacting with metallic surfaces at low coverage, for which collisions with pre-adsorbed species are unlikely, the main energy dissipation channel in the picosecond time scale is the excitation of low lying e-h pairs. [45][46][47][48][49][50][51][52] As such an effect depends on the surface electronic structure, its sensitivity to the crystal face is a relevant issue that we address in the present study. To this end, we compare, in the following, the dynamics of H 2 formation by abstraction of pre-adsorbed H atoms upon H atom scattering at finite coverage for the W(100) and W(110) surfaces.…”
mentioning
confidence: 99%
“…In the latter, electronic nonadiabaticity is introduced through a dissipative force in the classical equations of motion for the hydrogen atoms. This approach has already been used to investigate non-adiabatic effects in gas-surface elementary processes 46,[48][49][50][51][61][62][63] and allows a good compromise between accuracy and simplicity. 51,64 The friction force, acting independently on each H atom, is approximated as the one corresponding to a homogeneous free electron gas with electronic density equal to that of the bare surface at the atom position.…”
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“…This approach thus avoids an explicit propagation of the electron dynamics and concomitant ultrafast time scales by coarse-graining the effects into electronic friction forces linear in nuclear velocities. This enables an efficient combination even with density-functional theory (DFT) based ab initio molecular dynamics (AIMD) simulations on high-dimensional potential energy surfaces as required for surface dynamical studies [15,22,23].Independent of the particular recipe employed to obtain the electronic friction coefficients [12,14,17,20,24,25], however, the downside of the coarse-graining of the electron dynamics is that it precludes a more fundamental understanding of the underlying e-h pair excitations. For instance, recent such calculations for nonadiabatic vibrational lifetimes of several small molecules [17,25,26] still do not elucidate the seemingly nonsystematic trends for different adsorbate-substrate combinations [26][27][28].…”
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confidence: 99%
“…It employs Langevin molecular dynamics (MD) to obtain H/D-atom translational energy loss distributions including the effect of electron-hole pair (EHP) excitation; this part of the theory builds on previous work employing a local density friction approximation (LDFA) (17). LDFA combined with ab initio molecular dynamics (AIMD) has also been previously applied to study the associative desorption of diatomics at metal surfaces (18)(19)(20). Here, we extend the LDFA theory to describe the energy spectrum of the excited EHPs produced by the MD trajectories by implementing a forced oscillator model (FOM) (21)(22)(23).…”
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confidence: 99%