Runoff Fractal Dimension of Songhua River Basin in Harbin Station Based on Db4 Wavelet

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Abstract:

The wavelet analysis and fractal theory into the analysis of hydrological time series, fluctuations in hydrological runoff sequence given the complexity of the measurement methods--- fractal dimension. The real monthly runoffs of 28 years from Songhua River basin in Harbin station are selected as research target. Wavelet transform combined with spectrum method is used to calculate the fractal dimension of runoff. Moreover, the result demonstrates that the runoff in Songhua River basin has the characteristic of self-similarity, and the complexity of runoff in the Songhua River basin in Harbin station is described quantificationally.

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Advanced Materials Research (Volumes 550-553)

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2537-2540

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July 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Wang wen-sheng, Ding jing, Li yue-qing. Hydrology Wavelet Analysis M Chemical Industry Press 2005.5.

Google Scholar

[2] Cao Liangyue et al. Predicting chaotic time series with wavelet network. Physical D,85(1995),225-238.

Google Scholar

[3] Daubechies I,Orthonormal bases of compactly supported wavelets. Communications on Pure and Applied Mathematics.1988,XLI:909-996.

DOI: 10.1002/cpa.3160410705

Google Scholar

[4] Gupta V.K. Statistical self-similarity in river networks parameterized by elevation, Water Resources Bulletin,Vol.25,No.3,1989.

DOI: 10.1029/wr025i003p00463

Google Scholar

[5] R.Rosso,B.Bacchi and Barbera P.L.. Fractal relation of mainstream length to catchment area in river networks,Water Resour.Res.,Vol.27,No.3,pp.381-387,1991.

DOI: 10.1029/90wr02404

Google Scholar

[6] Feng ping Feng yan. The fractal dimension calculation of river morphology, Journal of Geography.Vol.52,No.4, pp.324-330,1993.

Google Scholar

[7] Wang xie-kang, Fang duo, Yao ling-kan. Fractal of non-uniform sediment bed surface roughness,J, Journal of Hydraulic Engineering.No.7,pp.70-74,1999.

Google Scholar

[8] Li xian-bin, Ding jing, Li hou-qiang, Wavelet Analysis of Hydrology Time Series, Advances in Water Science,1999.6.

Google Scholar

[9] Becker A, Braun P. Disaggregration, aggregation and spatial scaling in hydrological modeling [J]. Journal of Hydrology, 217(3-4):239-252,1999.

DOI: 10.1016/s0022-1694(98)00291-1

Google Scholar

[10] Ding Jing, Wang wen-sheng, Jin ju-liang. Scale Analysis in Hydrology [J], Journal of Sichuan University(Engineering Science Edition), vol 35,No 3:9-16,2003.

Google Scholar