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unlock keycode passwordPressure-induced melting of the structural phase transition in α-Li2PS4.
The phase behavior of α-Li2PS4 has been investigated by means of isothermal diamond-anvil-cell compression up to 9.5 GPa. Five different crystallographic phases are observed between 10.4 and 9.5 GPa. A phase transition at ca. 8.4 GPa is clearly evidenced by x-ray diffraction and is accompanied by an abrupt change of the high-pressure structural parameter P. Temperature- and pressure-dependent synchrotron x-ray diffraction measurements reveal that the transition is associated with a structural change in the form of a continuous martensitic phase transition. The transition pressure (P) is maximum in the sample (Pc(a)) and shows a pronounced pressure softening. For P>Pc(a), the structural phase transition disappears and the material appears as a simple paramagnetic metal. A structural model is presented that is based on a distortion of an orthorhombic structure with the space group Pnma. The calculated N-O force constants and elastic properties of the phases show an increase in the N-O coordination number from two in the high-pressure cubic structure to three in the orthorhombic structure.1. Field of the Invention
The present invention relates generally to technology for creating three dimensional model representations of objects using digital data. More particularly, the invention relates to a method of storing models of objects within databases, with associated meta-data and design specifications, to facilitate subsequent processing and rendering of the models.
2. Description of the Related Art
Model representations of three dimensional objects are used to create two-dimensional representations of objects in the real world. Typically, a model of a three dimensional object is created by taking data from a real object. Data from the real object is taken as a point cloud. A point cloud is a set of points, or a three-dimensional sample of a surface.
A first step in rendering a model from a point cloud is to perform coordinate transformation. Coordinate transformation transforms point coordinates from an arbitrary point cloud coordinate system to a reference coordinate system. A reference coordinate system may be a real world coordinate
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