Abstract
Colloidal systems possess unique features to investigate the governing principles behind liquid-to-solid transitions. The phase diagram and crystallization landscape of colloidal particles can be finely tuned by the range, number and angular distribution of attractive interactions between the constituent particles. In this work, we present a computational study of colloidal patchy particles
with high-symmetry bonding—six patches displaying octahedral symmetry—that can crystallize
into distinct competing ordered phases: a cubic simple (CS) lattice, a body-centered cubic (BCC)
phase, and two face-centered cubic (FCC) solids (orientationally ordered and disordered). We investigate
the underlying mechanisms by which these competing crystals emerge from a disordered
fluid at different pressures. Strikingly, we identify instances where the structure of the crystalline
embryo corresponds to the stable solid, while in others it corresponds to a metastable crystal whose
nucleation is enabled by its lower interfacial free energy with the liquid. Moreover, we find the
exceptional phenomenon that, due to a subtle balance between volumetric enthalpy and interfacial
free energy, the CS phase nucleates via crystalline cubic nuclei rather than through spherical clusters
as the majority of crystal solids in nature. Finally, by examining growth beyond the nucleation stage, we uncover a series of alternating one-phase and two-phase crystallization mechanisms, depending on
whether or not the same phase that nucleates keeps growing. Taken together, we show that an octahedral
distribution of attractive sites in colloidal particles results in an extremely rich crystallization
landscape where subtle differences in pressure crucially determine the crystallizing polymorph.
Supplementary materials
Title
Alternating one-phase and two-phase crystallization mechanisms in octahedral patchy colloids
Description
The Supplementary Material includes further details
on the performed simulations, employed methods,
local order parameters, and supporting figures and tables
of the present work.
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