摘要
概述了混沌理论在非线性科学中的地位,阐述了该理论的基本原理、研究方法及其在解决复杂自然规律中的作用,重点介绍了该理论在流体力学中的广泛应用。最后分析了将混沌理论引入渗流系统中的可能性,认为以混沌理论为指导,可以深化渗流力学的研究。
This paper reviews the importance and advantages of chaotic theory applied in nonlinear science.The basic principle,research methods and the application in solving complex natural science of this theory are described.The application in fluid mechanics is highlighted.The possibility of using chaotic theory in complex system of oil and gas flow in porous media is analyzed,showing that taken the theory as a guide,the study of percolation mechanics will be deepened further.
出处
《新疆石油地质》
CAS
CSCD
2002年第2期170-172,共3页
Xinjiang Petroleum Geology
关键词
非线性科学
混沌理论
流体力学
渗流力学
nonlinear science
chaotic theory
fluid mechanics
percolation
