Scaling of island distributions, percolation, and criticality in contour cuts through wrinkled surfaces.
Scaling of island distributions, percolation, and criticality in contour cuts through wrinkled surfaces.
复制标题
岛屿分布的缩放、渗透以及通过皱纹表面的轮廓切割的临界性。
DOI：
10.1103/physrevlett.76.247
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发表时间：
1996
影响因子：
8.6
通讯作者：
Zeitak
中科院分区：
文献类型：
--
作者：
Olami;Zeitak
讨论了自仿射曲面截线的统计性质和临界性质。我们认为，这种削减的岛屿分布总是至关重要的。临界指数取决于切割的高度和界面的粗糙度。在这样一个岛系统的相关性示出有关的系统的大小，并在这样一个系统中的渗滤过渡示出在一个非局部化的高度。
The statistics and critical properties of cuts through self-affine surfaces are discussed. We argue that the island distributions of such cuts are always critical. The critical exponents depend on the height of the cut and on the roughness of the interface. The correlations in such an island system are shown to be related to the system size, and the percolation transition in such a system is shown to be at a nonlocalized height.