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In Ref., the diffusion of CO on Cu(110) is monitored directly with the STM and found to have a preexponential factor of (formula presented). It is not clear, however, whether the diffusion of CO on Cu(110) is a simple one-step, one-channel process or a more complex motion
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In Ref. 12, the diffusion of CO on Cu(110) is monitored directly with the STM and found to have a preexponential factor of (formula presented). It is not clear, however, whether the diffusion of CO on Cu(110) is a simple one-step, one-channel process or a more complex motion.
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The different energy cutoffs for Al(111) and Al(100) merely reflect the use of different pseudopotentials
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The different energy cutoffs for Al(111) and Al(100) merely reflect the use of different pseudopotentials.
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65
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85038903504
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The artificial electric field induced by one-sided adsorption is very weak; when compensated by a dipole layer in the vacuum, energy differences change by (formula presented) meV, and (more importantly), by the same energy amount for different adsorption sites
-
The artificial electric field induced by one-sided adsorption is very weak; when compensated by a dipole layer in the vacuum, energy differences change by (formula presented) meV, and (more importantly), by the same energy amount for different adsorption sites.
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The calculations for Al/Al(100) have been repeated without adsorbate relaxation in order to confirm the division of the total energy into electronic and elastic contributions, as described in the text. A single adatom is placed on the frozen substrate and allowed to relax. The calculations depicted in Fig. 22 are then carried out with both adatoms fixed in the positions that correspond to the one attained by the isolated adatom. Imposing these constraints, however, does not change the qualitative features of the binding curve in comparison with the case of frozen substrate with adsorbate relaxation
-
The calculations for Al/Al(100) have been repeated without adsorbate relaxation in order to confirm the division of the total energy into electronic and elastic contributions, as described in the text. A single adatom is placed on the frozen substrate and allowed to relax. The calculations depicted in Fig. 22 are then carried out with both adatoms fixed in the positions that correspond to the one attained by the isolated adatom. Imposing these constraints, however, does not change the qualitative features of the binding curve in comparison with the case of frozen substrate with adsorbate relaxation.
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(formula presented) refers to a hopping diffusion process, i.e., diffusion via exchange with the substrate is not considered
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(formula presented) refers to a hopping diffusion process, i.e., diffusion via exchange with the substrate is not considered.
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For this reason the KMC simulations with interactions become very expensive: a single run with a (formula presented) lattice can involve up to (formula presented) atomic jumps, which is more than 100 times more than without interactions
-
For this reason the KMC simulations with interactions become very expensive: a single run with a (formula presented) lattice can involve up to (formula presented) atomic jumps, which is more than 100 times more than without interactions.
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