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Two new approaches to dividing flood sub-seasons in flood season using the fractal theory 被引量:4

Two new approaches to dividing flood sub-seasons in flood season using the fractal theory
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摘要 This paper is an attempt to analyze the hydrological phenomena’s non-linearity, randomicity, credibility and similarity. In the same season each year, the flood hydrograph is self-similar and exhibits fractal characteristics. It is an argument about using fractal theory. This paper presents two new approaches to dividing flood sub-seasons by using the fractal theory. Two approaches to calculating fractal dimensions are both the magnitude measurement in the temporal scale and the similarity measurement in the spacial scale. This paper chooses the sample series of the daily maximum discharge in the flood season from 1960 to 2002 at the Zhanghe Reservoir. Both results of the two new approaches to dividing flood sub-seasons by using fractal theory are the same. Both results of dividing flood-periods by using the fractal theory are uniform with the traditional approach. Compared with the traditional approach, fractal approaches have quantitative and objective characteristics and are convenient in calculation, and are widely used in practice. This paper is an attempt to analyze the hydrological phenomena's non-linearity, randomicity, credibility and similarity. In the same season each year, the flood hydrograph is self-similar and exhibits fractal characteristics. It is an argument about using fractal theory. This paper presents two new approaches to dividing flood sub-seasons by using the fractal theory. Two approaches to calculating fractal dimensions are both the magnitude measurement in the temporal scale and the similarity measurement in the spacial scale. This paper chooses the sample series of the daily maximum discharge in the flood season from 1960 to 2002 at the Zhanghe Reservoir. Both results of the two new approaches to dividing flood sub-seasons by using fractal theory are the same. Both results of dividing flood-periods by using the fractal theory are uniform with the traditional approach. Compared with the traditional approach, fractal approaches have quantitative and objective characteristics and are convenient in calculation, and are widely used in practice.
出处 《Chinese Science Bulletin》 SCIE EI CAS 2010年第1期105-110,共6页
基金 supported by the National Natural Science Foundation of China (Grant No 50099622-1)
关键词 分形理论 洪水过程 汛期 自相似性 传统方法 相似性度量 水文现象 分形特征 fractal theory, dividing flood sub-seasons, fractal dimension, measuring magnitude dimension approach, measuring similarity dimension approach, reservoir
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参考文献7

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  • 2Mandelbrot,B. B. The fractal geometry of nature . 1982
  • 3Malamud,B.D.,Turcotte,D.L.The Applicability of Power-Law Frequency Statistics to Floods[].Journal of Hydrology.2006
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  • 7Smalley R F.A fractal approach to the clustering of earthquakes: applications to the seismicity of the New Hebrides[].Bulletin of the Seismological Society of America.1987

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