An infinite family of $bc8$-like metastable phases in silicon
Vladimir E. Dmitrienko, Viacheslav A. Chizhikov

TL;DR
This paper reveals an infinite family of metastable silicon phases as superstructures of a high-symmetry disordered phase, generated by switchable atomic strings, expanding the known silicon crystal structures with potential implications for phase transformation pathways.
Contribution
It introduces a systematic way to generate and analyze an infinite family of silicon phases based on switchable atomic strings and their symmetry properties, including many new structures.
Findings
All considered phases are metastable with higher density and energy than bc8.
128 new tetrahedral structures with various atom counts are generated and studied.
The phases can form from high-temperature amorphous silicon through specific transformation scenarios.
Abstract
We show that new silicon crystalline phases, observed in the experiment with the laser-induced microexplosions inside silicon crystals (Rapp et al. // Nat. Commun. 6, 7555 (2015)), are all superstructures of a disordered high-symmetry phase with cubic space group, as well as known for many years phases (Si-III) and (Si-XII). The physics of this phenomenon is rather nontrivial: The -like superstructures appear as regularly ordered patterns of switchable atomic strings, preserving everywhere the energetically favorable tetrahedral coordination of silicon atoms. The variety of superstructures arises because each string can be switched between two states independently of the others. An infinite family of different phases can be obtained this way and a number of them are considered here in detail. In addition to the known , , and crystals, 128…
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