학술논문
Fluid flow across mass fractals and self-affine surfaces
Document Type
Article
Source
Physica A: Statistical Mechanics and its Applications; December 1996, Vol. 233 Issue: 3-4 p835-847, 13p
Subject
Language
ISSN
03784371
Abstract
We use a lattice-gas method to simulate the slow flow of a fluid in systems with fractal surfaces and volumes. Two systems are studied. One is flow in a single three-dimensional fracture with self-affine surfaces. The other is flow across a three-dimensional diffusion-limited aggregate. In both cases, significant deviations from classical results are observed.