Repain V, Berroir JM, Croset B, Rousset S, Garreau Y, Etgens VH, Lecoeur J
Groupe de Physique des Solides, CNRS, Universites Paris 7 et Paris 6, 2 Place Jussieu, 75251 Paris Cedex 5, France.
Phys Rev Lett. 2000 Jun 5;84(23):5367-70. doi: 10.1103/PhysRevLett.84.5367.
Self-organization on Au(1,1,1) vicinal surfaces provides a unique opportunity to study the interplay between atomic and mesoscopic order. First, experimental results demonstrate the different interactions between steps and surface reconstruction on Au(1,1,1) vicinal surfaces. Depending on the step atomic structure, lines of discommensurations are found to be either parallel or perpendicular to the step edges. This leads to a complete understanding of the mesoscopic self-organization on theses surfaces, which drastically depends on the step structure. This points out the crucial role played by the edge energy cost which can monitor the faceting periodicity in a wide range of values.
在Au(1,1,1) 近邻表面上的自组织为研究原子有序和介观有序之间的相互作用提供了独特的机会。首先,实验结果表明了Au(1,1,1) 近邻表面上台阶与表面重构之间的不同相互作用。根据台阶原子结构,发现失配线要么与台阶边缘平行,要么垂直。这使得人们对这些表面上的介观自组织有了全面的理解,而这种自组织极大地依赖于台阶结构。这指出了边缘能量成本所起的关键作用,它可以在很宽的值范围内监控刻面周期性。