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Frontiers of Earth Science

ISSN 2095-0195

ISSN 2095-0209(Online)

CN 11-5982/P

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Front. Earth Sci.    2022, Vol. 16 Issue (2) : 446-464    https://doi.org/10.1007/s11707-021-0874-0
RESEARCH ARTICLE
Variations in the effective and bankfull discharge for suspended sediment transport due to dam construction
Fan CHEN1,2, Li CHEN1(), Wei ZHANG1, Jing YUAN3, Kanghe ZHANG1
1. State Key Laboratory of Water Resources and Hydropower Engineering Science, Wuhan University, Wuhan 430072, China
2. Changjiang Institute of Survey, Planning, Design and Research, Wuhan 430010, China
3. Bureau of Hydrology, Changjiang Water Resources Commission, Wuhan 430010, China
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Abstract

A varied class method is applied to calculate the effective discharges and their variations after the Three Gorges Dam (TGD) construction based on the mean daily flow discharge and suspended sediment concentration field data from 1981 to 2016. For comparison, the bankfull discharges are also determined according to the cross-section profiles and flow discharge-stage relations. Our results show that a bimodal effective discharge curve usually exists at the fixed sites, which generates two effective discharges (Qe1 and Qe2) within the moderate flow range. Under the quasi-equilibrium circumstances of the pre-dam period, effective discharges are closely related to the mean annual runoff, with a narrow range of regional variations in occurrence frequency. Our analyses draw the conclusion that the relatively higher unsaturation degrees of the pre-dam effective discharges caused by dam interception and riverbed coarsening are the primary cause of the increase in effective discharges from Yichang to Shashi, while the more frequent low and medium discharges due to flow regulation drive the decrease in effective discharges from Jianli to Datong. The slightly elevated flood levels and descending bankfull levels collaboratively result in the decrease of bankfull discharges from Yichang to Shashi, while the lowered bed elevation causes the increase in bankfull discharges from Luoshan to Datong. Overall, the bankfull discharge in the Middle and Lower Yangtze River is larger than effective discharge and approaches the 1.5- year recurrence interval discharge.

Keywords effective discharge      bankfull discharge      unsaturation degree      flow-sediment regimes      Middle and Lower Yangtze River      Three Gorges Dam     
Corresponding Author(s): Li CHEN   
About author: Tongcan Cui and Yizhe Hou contributed equally to this work.
Online First Date: 30 April 2021    Issue Date: 26 August 2022
 Cite this article:   
Fan CHEN,Li CHEN,Wei ZHANG, et al. Variations in the effective and bankfull discharge for suspended sediment transport due to dam construction[J]. Front. Earth Sci., 2022, 16(2): 446-464.
 URL:  
https://academic.hep.com.cn/fesci/EN/10.1007/s11707-021-0874-0
https://academic.hep.com.cn/fesci/EN/Y2022/V16/I2/446
Fig.1  Sketch maps of (a) the Yangtze River Basin; (b) the study reach from Yichang to Datong; and (c) the schematic plot of determining the bankfull level at the fixed sites.
Fig.2  Field data of the daily average (a) flow discharge; (b) water stage; and (c) suspended sediment concentration during 1981?2016.
Fig.3  Flow frequency distribution of the (a) pre-dam and (b) post-dam period.
Fig.4  Temporal variations in (a) water volume and (b) sediment load.
Fig.5  Flow discharge versus water stage relationships at (a) Yichang; (b) Shashi; (c) Jianli; (d) Luoshan; (e) Hankou; (f) Datong.
Hydrometric stationAnnual maximum peak discharge/(m3·s-1)Annual maximum sediment transport rate /(kg·s-1)
d (best fitting)d (lognormal fitting)d (best fitting)d (lognormal fitting)
Yichang0.079 (Dagum)0.0960.066 (Dagum)0.119
Shashi0.080 (Gamma)0.0880.076 (Dagum)0.123
Jianli0.091 (Dagum)0.1060.075 (Dagum)0.103
Luoshan0.103 (Gamma)0.1040.077 (Dagum)0.115
Hankou0.075 (Dagum)0.0130.064 (Dagum)0.083
Datong0.083 (Weibull)0.1010.087 (Gamma)0.100
Tab.1  Coefficients of Kolmorov-Smirnov (d) for different fitting functions
Fig.6  Recurrence intervals of annual maximum peak discharges (a) from Yichang to Jianli and (b) from Luoshan to Datong.
Fig.7  Recurrence intervals of annual maximum peak discharges (a) from Yichang to Jianli; (b) from Luoshan to Datong.
Fig.8  Effective discharge curves at (a) Yichang; (b) Shashi; (c) Jianli; (d) Luoshan; (e) Hankou; (f) Datong.
Fig.9  Flow duration curves of the (a) pre-dam; (b) post-dam period.
Hydrometric stationQe /(m3·s−1)Qb /(m3·s−1)Qc /(m3·s−1)QuQ1.5Q2.0-Qe- Qu/(m3·s−1)
-Qe1+Qe1-Qe2+Qe2-Qb+Qb-Qc+Qc(m3/s)(m3/s)(m3/s)-Qe1- Qu-Qe2- Qu
Yichang255252938531850344954450040085455004250012000420004619013525(53.0%)19850(62.3%)
Shashi21190237452997033185390103250040500328001250035950394008690(41.0%)17470(58.3%)
Jianli18385153252654023210330003020033900332001650032190347601885(10.3%)10040(35.8%)
Luoshan34120327304212540650400004081040500415002950045890498604620(13.5%)12650(30.0%)
Hankou36695298804352037760505005250047500530003350049830540303195(8.7%)10020(23.0%)
Datong4393041425494004794552500565005400058800455005434058540-1570(-3.6%)3900(7.9%)
Tab.2  Effective, bankfull and other characteristic discharges
Fig.10  Temporal variations in (a) bankfull levels; and (b) bankfull discharges after dam construction.
Fig.11  Flow discharge versus daily class-based sediment transport rate relationship at (a) Yichang; (b) Shashi; (c) Jianli; (d) Luoshan; (e) Hankou; and (f) Datong.
Fig.12  Relationship between the critical discharge from Fig.11 (Qc) and bankfull discharge (Qb).
Fig.13  The variation in the unsaturation degree of different flow discharges. The most unsaturated flow discharges (Qu) are marked with solid dots and the flow discharge ranges with an increased occurrence frequency are in bold.
Fig.14  Relationship between the clossness to dam and the absolute difference (Qe - Qu), and relative difference ((Qe - Qu)/ Qe).
Fig.15  Relationship between the mean annual runoff volume and effective discharge (Qe).
Fig.16  Relationship between closeness to dam and relative change percentage of sediment load after damming.
Fig.17  Relationships between bankfull discharge (Qb) and the 1.5- year (Q1.5) and 2.0-year (Q2.0) recurrence interval discharges.
Fig.18  Relationships between effective discharge (Qe) and bankfull discharge (Qb).
Fig.19  Accumulative sediment load proportions of the effective discharges (Qe1 and Qe2) and bankfull discharge (Qb) at the hydrometric stations.
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