Wavelet Characteristics of Hydrological and Dissolved Oxygen Time Series in a Lowland River

被引:0
作者
Agnieszka Rajwa-Kuligiewicz
Robert J. Bialik
Paweł M. Rowiński
机构
[1] Polish Academy of Sciences,Institute of Geophysics
[2] Polish Academy of Sciences,Institute of Biochemistry and Biophysics
来源
Acta Geophysica | 2016年 / 64卷
关键词
dissolved oxygen; wavelet analysis; time series; lowland river;
D O I
暂无
中图分类号
学科分类号
摘要
In this study, we investigated the temporal variability of dissolved oxygen and water temperature in conjunction with water level fluctuations and river discharge in the Narew lowland river reach. For this purpose, high resolution hydrologic and water quality time series have been used. Spectral analyses of time series using continuous wavelet transform scheme have been applied in order to identify characteristic scales, its duration, and localisation in time. The results of wavelet analysis have shown a great number of periodicities in time series at the inter-annual time scale when compared to the classical Fourier analysis. Additionally, wavelet coherence revealed the complex nature of the relationship between dissolved oxygen and hydrological variables dependent on the scale and localisation in time. Hence, the results presented in this paper may provide an alternative representation to a frequency analysis of time series.
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页码:649 / 669
页数:20
相关论文
共 101 条
[21]  
Robbins B(2001)Turbulent transport of carbon dioxide and water vapor within a vegetation canopy during unstable conditions: Identification of episodes using wavelet analysis J. Geophys. Res 106 7251-2525
[22]  
Shen Z(2007)What drives high flow events in the Swiss Alps? Recent developments in wavelet spectral analysis and their application to hydrology Adv. Water Resour 30 2511-249
[23]  
Coulibaly P(1998)Stream flow characterization and feature detection using a discrete wavelet transform Hydrol. Process 12 233-32
[24]  
Burn DH(2014)Wavelet based deseason-alization for modelling and forecasting of daily discharge series considering long range dependence J. Hydrol. Hydromech 62 24-78
[25]  
Daubechies I(1998)A practical guide to wavelet analysis Bull. Am. Meteorol. Soc. 79 61-2690
[26]  
Farge M(1999)Interdecadal changes in the ENSO-monsoon system J. Climatol 12 2679-607
[27]  
Schneider K(2006)Revisiting multifractality of high-resolution temporal rainfall using a wavelet-based formalism Water Resour. Res 42 W06D14-undefined
[28]  
Pannekoucke O(2014)Wavelet-based multifractal analysis of earthquakes temporal distribution in Mammoth Mountain volcano, Mono County, Eastern California Acta Geophys 62 585-undefined
[29]  
Nguyen van yen R(2009)Assessing hydrological alternations at multiple temporal scales: Adige River, Italy Water Resour. Res 45 W12421-undefined
[30]  
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