2016
DOI: 10.1007/s11269-016-1370-2
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Optimization and Evaluation of Environmental Operations for Three Gorges Reservoir

Abstract: This study proposed a multi-objective environmental reservoir operation methodology (MOEROM) and applied the new methodology to the Three Gorges Reservoir (TGR) in China. The MOEROM directly incorporated the statistical water quality models in the objective functions to reflect the response relationships between reservoir operations and water quality in three tributaries (the Xiangxi River, the Daning River and the Xiaojing River). A real-coded genetic algorithm with self-adaptive crossover operators was emplo… Show more

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Cited by 12 publications
(6 citation statements)
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References 36 publications
(39 reference statements)
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“…The first term on the right-hand side of (11) is the average forebay water level of reservoir r at time period t, where Z up r (⋅) is a function of volume of reservoir r. The second term indicates the tail-race water level of reservoir r at time period t, where Z down r (⋅) is a function of the discharge of reservoir r. The third term is the penstock losses of reservoir r in time period t, where H loss r (⋅) is a function of turbine discharge of reservoir r. In the real operation of China, the above-mentioned functions are all non-linear functions obtained by smooth interpolation through a large number of given design or measured points. This paper approximates the tail-race water level by (12) :…”
Section: 22mentioning
confidence: 99%
See 1 more Smart Citation
“…The first term on the right-hand side of (11) is the average forebay water level of reservoir r at time period t, where Z up r (⋅) is a function of volume of reservoir r. The second term indicates the tail-race water level of reservoir r at time period t, where Z down r (⋅) is a function of the discharge of reservoir r. The third term is the penstock losses of reservoir r in time period t, where H loss r (⋅) is a function of turbine discharge of reservoir r. In the real operation of China, the above-mentioned functions are all non-linear functions obtained by smooth interpolation through a large number of given design or measured points. This paper approximates the tail-race water level by (12) :…”
Section: 22mentioning
confidence: 99%
“…Although the improved algorithms have mitigated the dimensionality problem, they tend to reduce the global search capability. Group (b) mainly includes GA [11,12], culture algorithm [13], kidney algorithm [14], and so on. Heuristic algorithms can cope with the non-linear non-convex characteristics of the HROO, and have strong global search capacity.…”
Section: Introductionmentioning
confidence: 99%
“…The regional water environment is determined by the combined influence of various factors, including regional geography and meteorological factors on a macro-scale [37], hydrodynamics, channel morphology, and human disturbance at the medium-scale [38], and water exchange, transmission, physiological geochemical reactions, biomes, and the like on the micro-scale [39]. Nogueira et al [40] believe that for tropical and subtropical monsoon aquatic ecosystems, variation in the water environment is usually driven by seasonal patterns of sunlight, rainfall and wind.…”
Section: Influence Of Time and Space Factorsmentioning
confidence: 99%
“…xQ=}atOvJ |Q}os}tYD p}rLD w x} RHD R= [31] '2015 15 I} wwvwt}U w l}rwm}v w u}t -=D w \@DQt |=yC}wrw= X}YND '|v= QL@ G}=Dv X}NWD |= Q@ 16 (MCDA) sD} Qwor= R= R}v '2018 u= Q=mty w |QP; "OvOQm xO=iDU= |]}LtCU} R R=}v u=Ww=o w =OyW |=yOU R= |Q=OQ@xQy@ |R=Uxv}y@ |= Q@ NSGA-II |xiOyOvJ X}YND u}vJty w |v=Uv= |=yR=}v u}t -=D hOy =@ |Ov@xQ}H |xOa=k T=U= Q@ Oa=wk p=ta= [32] "OvOQm xO=iDU= Qw;R= Q |xv=NOwQ QO |]}LtCU} R u=}QH ?U=vt |=yx=t QO ? ; Ow@tm R= |W=v CQ=UN Vy=m |=yQ=my= Q R= |m} 'uRNt |Ov@xQ}H |UQQ@ [33] "CU= Q}N= |=yx=t QO xv=NOwQ |]}LtCU} R R=}v u}t -=D w lWN |xv}y@ Q}O=kt G= QNDU= x@ |tm xHwD =yv; QDW}@ QO OyO|t u=Wv Q}N= C=ar=]t T=U= Q@ \ki w xDiQo CQwY |@; |=ysDU}Uwm= |= Q@ |]}LtCU} R u=}QH =} |rYi CQwY x@ |]}LtCU} R u=}QH '|m}rwQO}y =} |m} SwrwQO}y |=yVwQ [3534 '32] "CU= xOW OQw; Q@ xv=}y=t xO=iDU= w |R=Uxv}y@ VwQ R= xO=iDU= =@ xm CU= xOW |aU Q[=L VywSB QO "O}; CUO x@ p=U hrDNt |=yx=t QO |]}LtCU} R |@O 12 'xiOyOvJ `@=wD R= CqO=at |x}=B Q@ |]}LtCU} R u=}QH X}YND |xv=}y=t Q=}at l} |x= Q= =Pr |m} SwrwQO}y VwQ |=H x@ 'xk]vt hQ=Yt w `@=vt x@ xHwD =@ |R=Uxv}y@ \@=wQ w ?=UL x@ Q[=L VywSB |Qw;wv 'xv=NOwQ |i}m C}a[w Ow@y@ |= Q@ 1976 Cv=vD u} QDW}@ |RQw=Wm '?…”
mentioning
confidence: 99%
“…; `@=vt |R}Qxt=vQ@ QO x}=B pwY= R= |m} u=wva x@ ? ; |m} u=wva x@ = Q |]}LtCU} R |=yR=}v u}t -=D 'Q}N= |xY}kv `iQ |= Q@ u= QoWywSB VwQ l} '2016 u= Q=mty w 1 wy "Ov=xDiQo Q_v QO |R}Qxt=vQ@ Ow}k =} h=Oy= R= w OvO=O x=Q= R=Uxv}y@ pOt l} ?r=k QO 2 |]}LtCU} R |xiOyOvJ |Q=OQ@xQy@ [15] "OvDiQo Q=m x@ xQO xU OU uRNt QO |OQ@Q=m CQwY x@ '|O=YDk= -|a=tDH= w |]}LtCU} Rwm = h=Oy= u}@ pO=aD O=H}= Qw_vt x@ uRNt QO |OQwt CQwY x@ 2016 u= Q=mty w 3 uJ \UwD |D=@U=Lt OQ@y= Q l} l} O=H}= =@ [16] [17] "CU= p=Ut u} QDsyt R= |m} |v=Uv= w |]}LtCU} R u=}QH QO =@ wSo w xQOxU |=yOU R= |Q=OQ@xQy@ w CN=U Q=F; x@ |}xar=]t QO 2013 xHwD nv=} |xv=NOwQ CUOu}}=B w xv=}t QO |]}LtCU} R w |m} SwrwQO}y CqwLD [18] "OvO=O u=Wv '|Q=}@; |=yR=}v xm xiOylD pOt l} '2012 u= Q=mty w uJ u}vJty 'QwmPt pOt pL |xH}Dv xm OvOQm O=H}= 'CiQo|t Q_v QO = Q ?QW u}t -=D w |v=Q}DWm QO pw@k p@=k Q}}eD x= Qty x@ |O=YDk= -|a=tDH= ?wr]t Caivt x@ |@=}CUO |= Q@ | :…”
mentioning
confidence: 99%