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Updated: Jan 9, 2026

Crystallization of Proteins on Chip by Microdialysis for In Situ X-ray Diffraction Studies
Published on: April 11, 2021
Probabilistic Isolation of Crystalline Inorganic Phases
Daniel Ritchie1,2, Michael W Gaultois1,2, Vladimir V Gusev1,3
1Leverhulme Research Centre for Functional Materials Design, Materials Innovation Factory, 51 Oxford Street, Liverpool L7 3NY, U.K.
Abstract:
We present Probabilistic Isolation of Crystalline Inorganic Phases (PICIP), a tool to accelerate materials discovery by automating the process of isolating unknown crystalline inorganic phases that have been experimentally detected. PICIP can be used by any lab worker, is well suited to both traditional as well as automated high-throughput exploratory workflows, and is a novel approach to isolating unknown phases based on experimental information from sampled compositions. PICIP infers the composition of an unknown phase in a mixed phase sample from the average composition of the sample and the weighted average composition of the known phases in that sample, relying on experimental phase identification and quantification. We implement a novel algorithm that infers the probability density for the unknown phase over a linear representation of compositional phase space. The accuracy of the suggested target compositions can be increased by systematically combining information from different sampled compositions across multiple experiments. This allows for the effective adoption of an iterative sampling strategy that suggests target compositions that converge to the composition of the unknown phase. The linear representation used for compositional phase space can exploit chemical constraints such as charge neutrality to reduce the dimension of the space, while implicitly ensuring only valid compositions are suggested. Simulated exploration of phase fields shows that after four sequential samples, or two batches of five samples, the median purity of the unknown crystalline phase is above 90%. PICIP's probabilistic construction makes it robust to moderate levels of experimental error in phase quantification (13 wt %), and allows for the identification of scenarios where there are significant levels of experimental error.
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