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Computing Thermo-Elasticity of Crystalline Systems from Quasi-Static and Quasi-Harmonic Approximations

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Copyright: © 2019  . This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.

 
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Abstract

An effective algorithm for the calculation of the thermo-elasticity of solid compounds is discussed and implemented into the CRYSTAL program, a quantum-mechanical ab-initio simulation software (www. crystal.unito.it). The computational approach to the characterization of advanced properties of materials is becoming a powerful complementary tool to actual experiments in the laboratory because of its increasing accuracy and efficiency. The term thermo-elasticity means the thermal dependence of the elastic response of the system. More precisely, speaking about crystalline materials, we should talk about anisotropic thermo-elasticity. This explicitly refers to the ability of characterizing the directional elastic properties and not just their average values - that would be sufficient for isotropic media, such as fluids or amorphous solids.

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