摘要
以黄河下游影响带地下水系统为例,介绍了地下水系统的动力学特征分析方法,计算了其动力学特征指标:Hurst指数为0.91~0.97、Kolmogorov熵为0.054~0.081、最大Lyapunov指数均大于零、分维数为2.50~3.36。分析结果表明:黄河下游影响带地下水系统的各子系统都具有混沌性;Hurst指数刻划了系统的开放程度和受外界干扰程度;分形维描述了非线性系统的复杂程度。
By the case of groundwater system of the affected zone along the lower Yellow River, the paper introduces dynamics characteristics analysis method of groundwater system, mean while, calculate its dynamic characteristics as follow: Hurst index is 0.91 to 0.97, for the Kolmogorov entropy 0. 054 to 0. 081, the largest Lyapunov index greater than zero, the fractal dimension of 2.50 to 3.36. The results proves that the chaos characteristic have participate in subsystems of groundwater system of the affected zone along the lower Yellow River, Hurst index characterization of the system and the degree of openness to outside interference,then fractal dimension describes the nonlinear systems complexity.
出处
《灌溉排水学报》
CSCD
北大核心
2008年第3期28-30,共3页
Journal of Irrigation and Drainage
基金
“十一五”国家科技支撑计划资助项目(2006BAD11B05)
关键词
黄河影响带
地下水系统
混沌理论
动力学特征
相空间重构
affected zone along the Yellow River
groundwater system
chaos theory
dynamics characteristics
phase space reconstruction