Narojczyk Jakub W, Wojciechowski Krzysztof W, Smardzewski Jerzy, Imre Attila R, Grima Joseph N, Bilski Mikołaj
Institute of Molecular Physics, Polish Academy of Sciences, M. Smoluchowskiego 17, 60-179 Poznań, Poland.
Akademia Kaliska im. Prezydenta Stanisława Wojciechowskiego, Nowy Świat 4, 62-800 Kalisz, Poland.
Materials (Basel). 2021 Jun 1;14(11):3008. doi: 10.3390/ma14113008.
The elastic properties of f.c.c. hard sphere crystals with periodic arrays of nanoinclusions filled by hard spheres of another diameter are the subject of this paper. It has been shown that a simple modification of the model structure is sufficient to cause very significant changes in its elastic properties. The use of inclusions in the form of joined (mutually orthogonal) layers and channels showed that the resulting tetragonal system exhibited a complete lack of auxetic properties when the inclusion spheres reached sufficiently large diameter. Moreover, it was very surprising that this hybrid inclusion, which can completely eliminate auxeticity, was composed of components that, alone, in these conditions, the auxeticity either slightly (layer) or strongly (channel). The study was performed with computer simulations using the Monte Carlo method in the isothermal-isobaric (NpT) ensemble with a variable box shape.
本文研究了由另一种直径的硬球填充的具有周期性纳米夹杂阵列的面心立方硬球晶体的弹性性质。结果表明,对模型结构进行简单修改足以使其弹性性质发生非常显著的变化。使用由相连(相互正交)层和通道形式的夹杂表明,当夹杂球达到足够大的直径时,所得四方体系完全没有负泊松比性质。此外,非常令人惊讶的是,这种能够完全消除负泊松比的混合夹杂是由单独在这些条件下具有轻微(层)或强烈(通道)负泊松比性质的组分组成的。该研究采用蒙特卡罗方法在等温等压(NpT)系综中进行计算机模拟,盒子形状可变。