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arXiv 0901.0200cond-mat.mtrl-sci
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钛合金溶解度的第一性原理计算

Calculation of solubility in titanium alloys from first-principles

Roman V. Chepulskii, Stefano Curtarolo

摘要:

基于稀格子气的热力学-热力学理论,提出了一种计算二元合金中原子体相溶解度的方法。该模型考虑了合金的所有合适的基态,并导致由{ \it“低溶解度生成焓”}确定的简单Arrhenius型温度依赖性。这个量,可直接从第一原理计算,被定义为相对于附近的基态的化合物的形成焓的组成导数。应用该框架计算了A物种在A-Ti合金(A=Ag,Au,Cd,Co,Cr,Ir,W,Zn)中的溶解度。除了确定未知的低温基态的八种合金,我们发现定性协议与溶解度实验结果。所提出的形式主义,正确的低溶解度限制,应被视为一个适当的起点,以确定是否需要更多的计算昂贵的形式主义。

英文摘要:

We present an approach to calculate the atomic bulk solubility in binary alloys based on the statistical-thermodynamic theory of dilute lattice gas. The model considers all the appropriate ground states of the alloy and results in a simple Arrhenius-type temperature dependence determined by a {\it "low-solubility formation enthalpy"}. This quantity, directly obtainable from first-principle calculations, is defined as the composition derivative of the compound formation enthalpy with respect to nearby ground states. We apply the framework and calculate the solubility of the A specie in A-Ti alloys (A=Ag,Au,Cd,Co,Cr,Ir,W,Zn). In addition to determining unknown low-temperature ground states for the eight alloys, we find qualitative agreements with solubility experimental results. The presented formalism, correct in the low-solubility limit, should be considered as an appropriate starting point for determining if more computationally expensive formalisms are otherwise needed.

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