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ANOMALOUS DIFFUSION IN FRACTAL POROUS MEDIUM

ANOMALOUS DIFFUSION IN FRACTAL POROUS MEDIUM
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摘要 Fractal media has many characteristics different from those of homogeneous media, it has a correlated self-similar structure. The particle diffusion in pore fractal is different from Fick' s diffusion, and its mean-squared displacement follows fractal scaling law. The model of particle diffusion in pore fractal by means of the statistics method of stochastic process is structured and some fractal characteristics and non-Markov property are proved. Fractal media has many characteristics different from those of homogeneous media, it has a correlated self-similar structure. The particle diffusion in pore fractal is different from Fick' s diffusion, and its mean-squared displacement follows fractal scaling law. The model of particle diffusion in pore fractal by means of the statistics method of stochastic process is structured and some fractal characteristics and non-Markov property are proved.
作者 王子亭
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2000年第10期1145-1152,共8页 应用数学和力学(英文版)
基金 theNaturalScienceFoundationofPetroleumUniversity
关键词 FRACTAL anomalous diffusion porous media fractal anomalous diffusion porous media
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