The structure and stability of solid surfaces are key factors that control a wide range of technologically important processes, including sintering, catalysis and corrosion.
Modelling Real Surface Structures
Energy Screening - Hematite
In nature surfaces are not totally flat and defect free.
Therefore we must sample all possible configurations. In this example we
consider the Hematite (01.1) surface and decribe a process called energy
screening.
< align=left>The hematite (01.1) unit cell consists of 20 ions. There are 2
20 possible configurations. By considering non dipolar surfaces and
symmetry this is reduced to give 1277 reasonable configurations.>
Each surface configuration is relaxed. We find that many of
the most stable surfaces are facetted, for different materials.
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The hydration energy for the faceted {110} surface of MgO was calculated
as a function of coverage. The energy is essentially constant showing classic
Langmuir behaviour.
Hydration energies for the {110} surface of MgO.
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The average co-ordinates for the 20ps data collecting run for {110}
and Ni {111} slabs indicate that there is considerable disorder at
the surface. This is especially evident for the Ni {111} surface
where the diffusion constant for the ions in the top most layers
approaches that of a liquid at this temperature.
An interesting result from the {110} simulation is that even when
the flat surface is modelled it rearranges to form a facet structure
similar to that described above for MgO.
Molecular dynamics simulation of the {100}, {110} and Ni {111}
surface of NiO at 2000K.
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related references:
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