2014
DOI: 10.1080/02626667.2013.836277
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Risks and uncertainties in reservoir yield in highly variable intermittent rivers: case of the Castanhão Reservoir in semi-arid Brazil

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Cited by 23 publications
(8 citation statements)
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“…Average annual rainfall varies from 400 to 1,000 mm and a historical annual mean of 756.5 mm during the past 80 years is recorded (FUNCEME 2016). The Middle Jaguaribe Basin, where the reservoir is located, is the driest subbasin of the river and shows a trend of decreasing annual precipitation in the past 90 years (Gondim et al 2012, Campos 2014, Fernandes et al 2017. Potential evaporation amounts for about 2,100 mm (SRH 2008).…”
Section: Environmental Setting Of the Castanhão Reservoirmentioning
confidence: 99%
“…Average annual rainfall varies from 400 to 1,000 mm and a historical annual mean of 756.5 mm during the past 80 years is recorded (FUNCEME 2016). The Middle Jaguaribe Basin, where the reservoir is located, is the driest subbasin of the river and shows a trend of decreasing annual precipitation in the past 90 years (Gondim et al 2012, Campos 2014, Fernandes et al 2017. Potential evaporation amounts for about 2,100 mm (SRH 2008).…”
Section: Environmental Setting Of the Castanhão Reservoirmentioning
confidence: 99%
“…The model of Campos et al (2014) was adapted to investigate the impact of artificial destratification on evaporation suppression and its effects on the regulated flow of the selected reservoirs. Thus, using monthly stream flow series and average losses (evaporation minus precipitation) provided by Secretaria dos recursos Hídricos do Ceará -SrH (1992), the water budget equation was solved using Monte Carlo simulation to obtain the regulated flow for each reservoir:…”
Section: Hydrological Modellingmentioning
confidence: 99%
“…The optimal results of CROO are usually used to extract the mid-and long-term operation rules of cascade reservoirs (Lerma et al 2013, Sharma et al 2015, Jiang et al 2018a); so it is necessary to solve the CROO problem correctly and reasonably. However, due to the complicated hydrodynamic relationship and various constraints, CROO has been taken into a multidimensional, nonconvex and nonlinear optimization problem (Campos et al 2014). Correspondingly, solving the CROO problem has become a fairly challenging theoretical and practical problem, and it is urgent for powerful optimization techniques to be developed; this is attracting the attention of more and more scholars around the world Moradi 2016, Zhou et al 2016).…”
Section: Introductionmentioning
confidence: 99%