nc-BC2N的弹性性能分析

M. Goyal
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引用次数: 0

摘要

采用等温状态方程分析了立方形纳米晶BC2N在压力作用下的弹性性能。所使用的状态方程(EOS)是Usual Tait的EOS, Shanker EOS及其先前用于纳米材料研究的经验修正形式。值得注意的是,通常的Tait方程产生的结果介于使用Shanker EOS和它的修改形式得到的结果之间。将应用的EOS的体积压缩结果与现有的实验数据进行了比较,发现改进的Shanker EOS的体积压缩效果最好。理论结果与实验结果吻合较好,证明了势无关方法解释纳米晶BC2N弹性特性的有效性。利用Usual Tait的EOS和经验修正的Shanker EOS研究了BC2N纳米晶体中弹性参数在压力下的变化。此外,我们还利用这些理论模型确定了泊松比随压力的变化。测定了C11、C12、C44等立方晶体的弹性常数随压力的变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of elastic properties of nc-BC2N
The isothermal equations of state are applied to analyze the elastic properties of cubic shaped nanocrystalline BC2N under pressure. The equations of state (EOS) used are Usual Tait's EOS, Shanker EOS and its empirically modified form used earlier for the study of nanomaterials. It is noted that Usual Tait's equation yields results in between the results obtained using Shanker EOS and its modified form. The results for volume compression from the applied EOS's are compared with the experimental data available and the best results are found from modified Shanker EOS.A good agreement of theoretical results with the experimental proves the validity of the potential independent approach used for explaining the elastic properties of nanocrystalline BC2N. The variation in elastic parameters across the nanocrystal in BC2N under pressure is studied using Usual Tait's EOS and empirically modified Shanker EOS. Further, we have determined the variation in poisson's ratio with pressure using these theoretical models considered. The variation of elastic constants for cubic crystal, i.e. C11, C12 and C44, are also determined with pressure.
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