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Ordered binary crystal phases of Lennard-Jones mixtures
Julián R Fernández1, Peter Harrowell
1School of Chemistry, University of Sydney, New South Wales 2006, Australia.
The Journal of Chemical Physics
|July 23, 2004
Summary
This study calculates lattice energies for binary compounds using Lennard-Jones interactions. It reveals novel low-energy crystal structures, including metastable phases, not yet observed experimentally.
Area of Science:
- Computational materials science
- Condensed matter physics
- Chemical physics
Background:
- Understanding crystal structures and their stability is crucial for materials design.
- Lennard-Jones interactions provide a fundamental model for interatomic forces in many systems.
- Exploring the phase space of binary compounds can uncover new material properties.
Purpose of the Study:
- To calculate lattice energies for numerous crystal structures of ordered binary compounds at zero temperature.
- To identify the lowest energy crystal structures across a defined range of cross-species interaction parameters.
- To investigate the prevalence and stability of metastable crystal phases in binary systems.
Main Methods:
- Utilized Lennard-Jones potential to model interatomic interactions.
- Calculated lattice energies for a wide array of binary compound crystal structures.
- Systematically varied cross-species interaction parameters (sigmaAB, epsilonAB) within specified ranges.
- Included parameters relevant to binary glass-forming alloys.
Main Results:
- Identified known large unit cell structures (e.g., Ni3P, PuBr3) among the lowest energy configurations.
- Discovered novel low-energy crystal structures based on close-packed lattices, not previously observed experimentally.
- Examined the stability and occurrence of metastable crystal phases at compositions AB, A2B, and A3B.
Conclusions:
- The study expands the understanding of possible crystal structures for binary compounds.
- Novel, energetically favorable structures may serve as targets for future materials synthesis.
- Metastable phases play a significant role in the structural landscape of binary systems.