Abstract

The two-dimensional melting/solidification transition of the high density [2012] phase of Bi on Cu(111) has been studied by means of low energy electron microscopy (LEEM). This well defined phase has an ideal concentration of one Bi atom per two Cu surface atoms (θBi = 0.500). The Bi density is determined accurately in situ and the highest melting temperature of 538 K occurs at exactly θBi = 0.500. A significantly reduced melting temperature is observed for lower Bi densities (θBi < 0.500) and, surprisingly, also for θBi > 0.500. At ∣Δ θBi∣ = 0.015 the melting temperature is reduced by about 20 K. This lowering of the melting temperature is attributed to a critical vacancy density at melting and we propose that this quantity triggers the 2D solid–liquid phase transition. For this particular system, the critical vacancy fraction for melting amounts to 5%–6%. Above θBi = 0.500 and near melting a homogeneous, unilaterally compressed phase, ‘[2012]’ is observed, with a density that increases continuously with coverage. It is commensurate along and incommensurate along The ability to distinguish between Bi accommodated within the ‘[2012]’ phase and Bi residing on top as a lattice gas by applying LEEM is of crucial importance for the analysis.

Highlights

  • The two-dimensional melting transition was coined controversial already in 1988 by Strandburg in her comprehensive review [1]

  • The Bi density is determined accurately in situ and the highest melting temperature of 538 K occurs at exactly θBi = 0.500

  • This lowering of the melting temperature is attributed to a critical vacancy density at melting and we propose that this quantity triggers the 2D solid–liquid phase transition

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Summary

August 2018

Raoul van Gastel, Arie van Houselt, Daniel Kaminski, Elias Vlieg, Harold J W Zandvliet and Bene Poelsema. At |Δ θBi| = 0.015 the melting temperature is reduced by about 20 K This lowering of the melting temperature is attributed to a critical vacancy density at melting and we propose that this quantity triggers the 2D solid–liquid phase transition. For this particular system, the critical vacancy fraction for melting amounts to 5%–6%. ΘBi = 0.500 and near melting a homogeneous, unilaterally compressed phase, ‘[2012]’ is observed, with a density that increases continuously with coverage. It is commensurate along á11‐2ñ and incommensurate along á1‐10ñ. The ability to distinguish between Bi accommodated within the ‘[2012]’ phase and Bi residing on top as a lattice gas by applying LEEM is of crucial importance for the analysis

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