[001]取向caf2as2单晶单轴压缩对超弹性的微观结构和温度影响——第二部分:建模

I. Bakst, J. Sypek, S. Vijayan, Shuyang Xiao, M. Aindow, S. Lee, C. Weinberger
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引用次数: 1

摘要

本文将密度泛函理论模拟与解析模型相结合,描述了缺陷和温度对[001]取向压缩caf2as2的力学响应的影响。我们在一篇论文中描述的实验表明,caf2as2生长的溶液(无论是在Sn还是FeAs溶液中),以及生长后的热处理,都会影响这些材料的机械响应。为了解决这些问题,我们使用DFT来理解Ca-Fe-As体系中的相平衡,并确定在feas生长的caf2as 2中应该形成哪些缺陷结构和沉淀。我们的研究结果表明,FeAs和铁应该从富铁的caf2as 2中析出,并且在析出物和caf2as 2基体之间应该存在一个低能相干界面,该界面影响实际析出的产物。此外,模拟表明非化学计量的ca2as 2应该通过结构中空位的形成而发生。对ca2as 2的力学响应模拟表明,实验中观察到的机械加劲可能是点缺陷的结果,最可能的来源是As空位。最后,通过DFT内的自由能计算,我们表明温度相关的应力-应变曲线可以部分地解释为caf2as 2中正交相和坍缩四方相之间的振动熵差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Uniaxial Compression of [001]-Oriented CaFe 2As 2 Single Crystal the Effect of Microstructure and Temperature on Superelasticity Part II: Modeling
Density functional theory simulations are combined with analytical models to describe the impact that defects and temperature have on the mechanical response of [001]-orientated compression of CaFe 2 As 2 . Our experiments, described in a companion paper, demonstrate that the solution in which CaFe 2 As 2 is grown (either in a Sn or FeAs solution), as well as post-growth heat treatment, can affect the mechanical response of these materials. To address these questions, we use DFT to understand the phase equilibria in the Ca-Fe-As systems and determine which defect structures and precipitates should form in the FeAs-grown CaFe 2 As 2 . Our results demonstrate that FeAs and iron should precipitate out of iron-rich CaFe 2 As 2 and that there should be a low-energy coherent interface between the precipitate and the CaFe 2 As 2 matrix that influences what actually precipitates. Additionally, the simulations show that off-stoichiometric CaFe 2 As 2 should occur through the formation of vacancies in the structure. The simulations of the mechanical response of CaFe 2 As 2 demonstrate that mechanical stiffening observed in experiments can be a result of point defects, the most likely source being As vacancies. Finally, by using free energy calculations within DFT, we show that the temperature dependent stress-strain curves can be partially explained by the inclusion of vibrational entropy differences between the orthorhombic and collapsed tetragonal phases in CaFe 2 As 2 .
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