连续介质渗流理论
渗流理论
渗透(认知心理学)
统计物理学
渗流阈值
定向渗流
渗流临界指数
物理
计算机科学
理论物理学
量子力学
电导率
电阻率和电导率
生物
神经科学
作者
V. K. S. Shante,Scott Kirkpatrick
标识
DOI:10.1080/00018737100101261
摘要
Abstract Abstract Percolation theory, the theory of the properties of classical particles interacting with a random medium, is of wide applicability and provides a simple picture exhibiting critical behaviour, the features of which are well understood and amenable to detailed calculation. In this review the concepts of percolation theory and the general features associated with the critical region about the onset of percolation are developed in detail. In particular, several dimensional invariants are examined which make it possible to unify much of the available information, and to extend the insights of percolation theory to processes which have not yet received numerical study. The compilation of the results of percolation theory, both exact and numerical, is believed to be complete through 1970. A selective bibliography is given. In a concluding chapter several recent applications of percolation theory to classical and to quantum mechanical problems are discussed.
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