菲克扩散定律
扩散
反常扩散
示踪剂
分子扩散
地质学
扩散过程
多孔性
白云石
连续时间随机游动
常量(计算机编程)
随机游动
矿物学
热力学
岩土工程
创新扩散
物理
数学
计算机科学
公制(单位)
核物理学
经济
程序设计语言
统计
知识管理
运营管理
作者
Ashish Rajyaguru,Ralf Metzler,Ishai Dror,Daniel Grolimund,Brian Berkowitz
标识
DOI:10.1021/acs.est.4c01386
摘要
Molecular diffusion of chemical species in subsurface environments─rock formations, soil sediments, marine, river, and lake sediments─plays a critical role in a variety of dynamic processes, many of which affect water chemistry. We investigate and demonstrate the occurrence of anomalous (non-Fickian) diffusion behavior, distinct from classically assumed Fickian diffusion. We measured molecular diffusion through a series of five chalk and dolomite rock samples over a period of about two months. We demonstrate that in all cases, diffusion behavior is significantly different than Fickian. We then analyze the results using a continuous time random walk framework that can describe anomalous diffusion in heterogeneous porous materials such as rock. This methodology shows extreme long-time tailing of tracer advance as compared to conventional Fickian diffusion processes. The finding that distinct anomalous diffusion occurs ubiquitously implies that diffusion-driven processes in subsurface zones should be analyzed using tools that account for non-Fickian diffusion.
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