1986
DOI: 10.1103/physrevb.33.7983
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Embedded-atom-method functions for the fcc metals Cu, Ag, Au, Ni, Pd, Pt, and their alloys

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Cited by 4,286 publications
(2,162 citation statements)
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References 24 publications
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“…All the calculations shown here for Ni 3 Al were performed using the embedded-atom method [43][44][45] with the Foiles and Daw Ni 3 Al potential [46]. Calculations are converged to within less than 0.01k B with respect to density of states integration and k-point sampling.…”
Section: Embedded-atom Methods Study Of Ni 3 Almentioning
confidence: 99%
“…All the calculations shown here for Ni 3 Al were performed using the embedded-atom method [43][44][45] with the Foiles and Daw Ni 3 Al potential [46]. Calculations are converged to within less than 0.01k B with respect to density of states integration and k-point sampling.…”
Section: Embedded-atom Methods Study Of Ni 3 Almentioning
confidence: 99%
“…Monte Carlo simulations of the etching process, using atom energies calculated as a function of coordination number using the embedded atom method, 31 show that the oxidation conditions alone can explain the transformation to a sphere. The embedded atom method calculations predict that gold vertex atoms have a free energy of 26 k B T and edge atoms of 10 k B T relative to the [111] faces.…”
Section: Synthesis Of Uniform Monocrystalline Gold Nanospheresmentioning
confidence: 99%
“…As shown in Figure 1b, the particle size decreases abruptly at first and then decreases more slowly as the oxidation-reduction reaction approaches equilibrium, and the chemical potential difference vanishes. Electron diffraction patterns of individual octahedra and spheres ( Figure 1c) indicate that each nanoparticle is a single, face-centered cubic crystal, both before and after the etching reaction.Monte Carlo simulations of the etching process, using atom energies calculated as a function of coordination number using the embedded atom method, 31 show that the oxidation conditions alone can explain the transformation to a sphere. The embedded atom method calculations predict that gold vertex atoms have a free energy of 26 k B T and edge atoms of 10 k B T relative to the [111] faces.…”
mentioning
confidence: 99%
“…Among the different alternatives developed to deal with these technical deficiencies, the most successful empirical schemes include the embedded atom model (EAM), 23 the glue model potential, 24,25 and the Rafii-Tabar and Sutton extension of the Sutton-Chen (SC) potential. 26 The common feature of these models is the inclusion of a two-body repulsive interaction term and a many-body, long range contribution due to the local-electron density at the vicinity of each atom.…”
Section: Simulation Conditionsmentioning
confidence: 99%