齐卫宏, 汪明朴. 金纳米微粒晶格畸变和结合能的尺寸形状效应[J]. 工程科学学报, 2007, 29(2): 146-150. DOI: 10.13374/j.issn1001-053x.2007.02.036
引用本文: 齐卫宏, 汪明朴. 金纳米微粒晶格畸变和结合能的尺寸形状效应[J]. 工程科学学报, 2007, 29(2): 146-150. DOI: 10.13374/j.issn1001-053x.2007.02.036
QI Weihong, WANG Mingpo. Size and shape effects of lattice distortion and cohesive energy of Au nanoparticles[J]. Chinese Journal of Engineering, 2007, 29(2): 146-150. DOI: 10.13374/j.issn1001-053x.2007.02.036
Citation: QI Weihong, WANG Mingpo. Size and shape effects of lattice distortion and cohesive energy of Au nanoparticles[J]. Chinese Journal of Engineering, 2007, 29(2): 146-150. DOI: 10.13374/j.issn1001-053x.2007.02.036

金纳米微粒晶格畸变和结合能的尺寸形状效应

Size and shape effects of lattice distortion and cohesive energy of Au nanoparticles

  • 摘要: 利用紧束缚分子动力学的方法,模拟了球形和立方体金纳米微粒的最近邻原子间距以及结合能.研究表明,原子数为108,256的立方体纳米微粒的稳定结构是非晶态,而其他尺寸的球形和立方体形微粒则是面心立方结构.对于晶态结构,在一定的形状下,金纳米微粒的最近邻原子间距以及结合能随着微粒尺寸的减小而降低;而在微粒原子数一定时,球形金纳米微粒的最近邻原子间距以及结合能的变化量分别要小于立方体形微粒的相应变化量.由于晶体-非晶转变对于最近邻原子间距的影响非常明显,因此最近邻原子间距可以作为晶态和非晶态纳米微粒的一个判据.通过线性拟合模拟数据,定量地给出了形状对于最邻近原子间距变化量的贡献为总变化量的2%,而对于结合能的贡献为总变化量的15%.本文模拟的最近邻原子间距的数值与文献上报道的实验结果符合得很好.

     

    Abstract: The nearest atomic distance and cohesive energy of cubic and spherical Au nanoparticles were studied by the tight binding molecular dynamics method. The results show that the cubic nanoparticles with 108 and 256 atoms are amorphous in structure while the other nanoparticles are fcc in structure. For the nanoparticles in fcc structure, both the nearest atomic distance and cohesive energy decrease with decreasing particle size for a certain particle shape. And both variation quantities of the nearest atomic distance and cohesive energy of the spherical particles are lower than those of cubic ones. Since the nearest atomic distance is sensitive to the structure variation between amorphous and fcc, the nearest atomic distance can be regarded as a criteria for structure transition. By fitted the simulation results, it is found that the shape effect can lead to 2 96 of the total nearest atomic distance variation and 15 96 of the total cohesive energy variation. The present results on the nearest atomic distance of Au nanoparticles is well consistent with the corresponding experimental ones.

     

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