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Crystal structure of the low pressure modification of BaSn (TlI-type crystal structure) and the high-pressure modification (CsCl type): The phase transition can be described as a shift of columns of trigonal prisms relative to neighboring columns and synchronous dis- placements of atoms (indicated by arrows). 

Crystal structure of the low pressure modification of BaSn (TlI-type crystal structure) and the high-pressure modification (CsCl type): The phase transition can be described as a shift of columns of trigonal prisms relative to neighboring columns and synchronous dis- placements of atoms (indicated by arrows). 

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Effects of high pressure on intermetallic com- pounds are reviewed with regards to structural stability and phase transitions. Changes of bonding properties and electronic structure are examplified by means of the ele- mental metals caesium and titanium, the latter forming an internal intermetallic compound at high pressures. After a short systemat...

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... crystal structure of the low-pressure modification of BaSn is isostructural to TlI (Fig. 6). The atomic pattern can be regarded as an arrangement of trigonal prisms Sn [Ba] 6 and empty tetragonal pyramids [Ba] 5 resulting in a coordination number of 7 for both atom types. At high pressure there is a phase transition into the CsCl-type with CN 8 for both atom types. Formally, the transition can be described as a shifting of ...

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... Lower row: corresponding coordination environment of SiH 6 2− octahedra by K + ions. 38 and Si in the diamond structure (Fd3̅ m) up to 9.7 GPa and in the β-Sn structure (I4 1 /amd) above. Hydrogen at zero pressure was calculated as a molecule H 2 and at higher pressures as a solid P6 3 /m phase with 16 atoms in the unit cell, following Pickard and Needs. ...
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... For example, the densest packings of hard-sphere mixtures are intimately related to high-pressure phases of compounds for a range of temperatures. 66,67 Another natural extension of the hard-sphere model that will be surveyed is hard nonspherical particles in two and three dimensions. Asphericity in particle shape is capable of capturing the salient features of phases of molecular systems with anisotropic pair interactions (e.g., liquid crystals) and is also a more realistic characteristic of real granular media. ...
... The densest packings of spheres with a size distribution are of great interest in crystallography, chemistry, and materials science. It is notable that the densest packings of hard-sphere mixtures are intimately related to high-pressure phases of molecular systems, including intermetallic compounds 66 and solid rare-gas compounds 67 for a range of temperatures. ...
... These structures may correspond to currently unidentified stable phases of certain binary atomic and molecular systems, particularly at high temperatures and pressures. 66,67 Reference 155 provides details about the structural characteristics of these densest-known binary sphere packings. ...
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Packing problems have been a source of fascination for millennia and their study has produced a rich literature that spans numerous disciplines. Investigations of hard-particle packing models have provided basic insights into the structure and bulk properties of condensed phases of matter, including low-temperature states (e.g., molecular and colloidal liquids, crystals, and glasses), multiphase heterogeneous media, granular media, and biological systems. The densest packings are of great interest in pure mathematics, including discrete geometry and number theory. This perspective reviews pertinent theoretical and computational literature concerning the equilibrium, metastable, and nonequilibrium packings of hard-particle packings in various Euclidean space dimensions. In the case of jammed packings, emphasis will be placed on the “geometric-structure” approach, which provides a powerful and unified means to quantitatively characterize individual packings via jamming categories and “order” maps. It incorporates extremal jammed states, including the densest packings, maximally random jammed states, and lowest-density jammed structures. Packings of identical spheres, spheres with a size distribution, and nonspherical particles are also surveyed. We close this review by identifying challenges and open questions for future research.
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