Stacking disorder in ice I
Traditionally, ice I was considered to exist in two well-defined crystalline forms at ambient pressure: stable hexagonal ice (ice I h ) and metastable cubic ice (ice I c ). However, it is becoming increasingly evident that what has been called cubic ice in the past does not have a structure consiste...
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Veröffentlicht in: | Physical chemistry chemical physics : PCCP 2015-01, Vol.17 (1), p.6-76 |
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Format: | Artikel |
Sprache: | eng |
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Zusammenfassung: | Traditionally, ice I was considered to exist in two well-defined crystalline forms at ambient pressure: stable hexagonal ice (ice I
h
) and metastable cubic ice (ice I
c
). However, it is becoming increasingly evident that what has been called cubic ice in the past does not have a structure consistent with the cubic crystal system. Instead, it is a stacking-disordered material containing cubic sequences interlaced with hexagonal sequences, which is termed stacking-disordered ice (ice I
sd
). In this article, we summarise previous work on ice with stacking disorder including ice that was called cubic ice in the past. We also present new experimental data which shows that ice which crystallises after heterogeneous nucleation in water droplets containing solid inclusions also contains stacking disorder even at freezing temperatures of around −15 °C. This supports the results from molecular simulations, that the structure of ice that crystallises initially from supercooled water is always stacking-disordered and that this metastable ice can transform to the stable hexagonal phase subject to the kinetics of recrystallization. We also show that stacking disorder in ice which forms from water droplets is quantitatively distinct from ice made
via
other routes. The emerging picture of ice I is that of a very complex material which frequently contains stacking disorder and this stacking disorder can vary in complexity depending on the route of formation and thermal history.
Stacking disorder is much more common in ice I than is often assumed. |
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ISSN: | 1463-9076 1463-9084 |
DOI: | 10.1039/c4cp02893g |