滦河中下游水库群联合供水优化调度问题的研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
水库群联合供水优化调度是一项庞大的、复杂的系统优化问题。本文根据滦河中下游地理、气候、水文和引滦供水地区社会经济特征,结合潘家口、大黑汀、桃林口三水库和天津、唐山、秦皇岛三市的实际情况,在系统科学和方法论的指导下,综合运用水文学、风险分析评估、模糊识别、数理统计等理论方法,对潘家口、大黑汀、桃林口水库引滦供水联合调度问题进行了分析研究。本文主要研究内容和成果如下:
     1、通过引滦水库多年实际来水,采用滑动平均法、坎德尔(Kendall)秩次相关检验方法,对引滦水库来水序列的趋势特征进行检验和分析。总的来说,各水库来水趋势都呈下降的趋势,尤其是90年代后,下降趋势明显。
     2、通过对滦河中下游潘、大、桃三水库联合供水情况的分析,分别在现状供水情况和将来南水北调通水后整体考虑水资源情况下,拟定了各种可供水情况下的潘、大、桃三水库联合供水调度方案,采用一种聚合分解算法对水库系统进行优化调度,最后通过动态规划法计算出各方案的调度结果。
     3、在引滦供水水库联合优化调度结果的基础上,将调度方案分为两类,即第一类为各方面用水需求都能满足的方案和第二类为不能完全满足各方面用水需求的方案。对于第一类,不需采用优选模型进行方案的评价和优选,对于第二类,采用模糊优选模型进行方案的评价和优选。
     4、在现有分水原则和联合优化供水调度条件下,采用幕景分析法对水库联合供水调度进行风险分析。从计算结果上可以看出,在不改变供水原则的情况下,供水缺水风险较大,但通过优化联合调度,供水缺水风险大大降低。
     5、在现状供水情况和南水北调通水后两种状态下,通过单独调度和联合优化调度后供水量的改变,对各市的效益变化进行分析,对受水区和行业的效益进行估算,提出合理的利益分配方案。
     6、在潘家口水库和桃林口水库来水分析的基础上,应用Copula方法计算两个水库来水的丰枯遭遇频率。采用频率法进行径流的丰枯划分,将两者之间的丰枯遭遇情形分为9种,并将这9种情形按照丰枯同步和丰枯异步两种类型分别计算出相应的遭遇频率。
The optimal operation of joint water supply of reservoir group is a big and complicated system optimization problem. Based on the geography, climate and hydrology of middle-down streams of Luan River, the social and economic features of Luan River water-supplying areas, and the actual situation of three reservoirs of Panjiakou, Daheiting, and Taolinkou and three cities of Tianjin, Tangshan and Qinghuangdao, under the guidance of system science and methodology, with integrated application of the theoretical methods of hydrology, risk analysis evaluation, fuzzy recognition, and mathematic statistics, the joint operation of supplying water from Luanhe River by Panjiakou, Daheiting and Taolinkuo Reservoirs is analyzed and studied in this paper.
     1) Based on the annually actual inflow of reservoirs which divert water from Luan River, inflow series trend features of Luan River Diversion reservoirs have been verified and analyzed with sliding average method and Kendall rank correlation verification method. Generally, inflow of every reservoir is on the trend of decline, especially after 1990’s, declining trend is obvious.
     2) Through the analysis of joint water supply from three reservoirs of Panjiakou, Daheting and Taolinkou in the middle-down streams of Luan River, with the consideration of current water supply situation and water resources condition after diverting water from the South to the North, the joint water supply operation schemes of the three reservoirs under every water supply condition are studied out, reservoir system is optimized and operated through aggregation-decomposition algorithm,and finally the operation result of every scheme is analyzed by dynamic planning method.
     3) Based on the Luan River water diversion reservoir joint optimal operation result, the operation scheme is classified into two types. The first type is the scheme that could meet water demands of all sides, and the second type is the scheme that could not meet the water demands of all sides. For the first type, optimization model need not to be applied for the evaluation and selection of scheme, and for the second type, fuzzy optimization model need to be applied for the evaluation and selection of scheme.
     4) Under the current water allocation principle and the condition of joint optimal water supply operation, the scenarios analysis method is applied to make risk analysis of reservoir joint water supply operation. From the calculation result, under the condition of not changing water supply principle, the risk of water deficiency during water supply is high, but, the risk of water deficiency during water supply decreases greatly through optimal joint operation.
     5) Under the two states of current water supply and water supply after South-to-North Water Transfer Project, through the change of water supply quantity after independent operation and joint optimal operation, benefit variation of every city is analyzed, the benefit of water-receiving areas and industries is estimated, and the rational benefit distribution scheme is brought forward.
     6) Based on the inflow analysis of Panjiakou Reservoir and Taolinkou Reservoir, Copula method is adopted to calculate the encounter frequency of wetness and dryness of two reservoirs’inflow. The frequency method is applied to divide the wetness and dryness of the runoff. The encounter between wetness and dryness are divided into 9 types of states, and the corresponding encounter frequencies under 9 types of states are respectively calculated according synchronous wetness-dryness and asynchronous wetness-dryness.
引文
[1]张勇传.优化理论在水库调度中的应用.长沙:湖南科学技术出版社,1985
    [2]王本德.水库模糊优化调度.大连:大连理工大学出版社,1990
    [3]陈宁珍.水库运行调度.北京:水利电力出版社,1990
    [4]徐自达.水电站水库调度与运行管理.北京:水利电力出版社,1994
    [5] J.D.C.Little. The use of storage water in a hydroelectric system. Oper. Res.,1995(3)
    [6] Dofman R., Mathematical models: The multi-structure approach, in Design of Water Resource Systems. Cambridge: Harvard University Press,1962
    [7] Young,G.K, Finding reservoir operating rules, J.Hydraul,1967(93):297-321
    [8] Gassford,J., and S. Karlin, Optimal policy for hydroelectric operations, in studies in the Mathematical Theory of Inventory and Production. Stanford: Stanford University Press,1958
    [9] Askew,A.J., Optimum reservoir operating policies and the imposition of reliability constraint, Water Resour. Res.,1974,10(6):1099-1106
    [10] Rossman,L., Reliability—constrained dynamic programming and randomized release rules in reservoir management, Water Resour. Res.,1977,13(2):247-255
    [11] Larson,R.E., State Incremental Dynamic Programming, Elsevier,1970
    [12] Trott,W.J.andW.W-G.Yeh,Optimization of Multiple reservoir systems, J.Hydraul,1983,99:1865-1844
    [13] Heidari. Discrete differential dynamic programming approach to water resources system optimization. Water Resour.Res.,1971,7(2):273-283
    [14] Chow, V.T, D.R.Maidment. Computer time and memory requirements for DP and DDPP in water resources systems analysis. Water Resour. Res., 1975,11(5):621-628
    [15] Nopmongcol.P. and A.J.Askew, Multi-level incremental dynamic programming. Water Resour.Res., 1976,12(6):1291-1297
    [16] Howson,H.R., and N.C.F.Sancho. A new algorithm for the solution of multi-state dynamic programming problems. Math. Programm.,1975,8(1)
    [17] Willam W-G.Yeh. Mu1tiobjective ana1ysis of mu1tireservoir operation. Water Resoures Researeh,18(5)
    [18] Hall,W.A, and Shephard, R.W., optimum operation for planning of a complex water resources systems. Tech. Rep,1967,122
    [19] S.Vedula.An integrated model for optimal reservoir operation for irrigation of multiple crops. Water Resources Research.32(4)
    [20] Slobodam P.simonovic. Reliability programming in reservoir management.Water ResourcesReseareh,18(4)
    [21] Erhard F.Joeres. The linear decision rule reservoir problem with Correlated inflows. Water Resources Researeh,17(1)
    [22] HasanYazicigil.The effects of risk and reliability on optimal Reservoir design. Water Resources Researeh.20(3)
    [23] G L Beckor, Multiobjective Analysis of Multireservoir Operations,Water Resources Res,1982,18(5)
    [24] S A WSimi,P K Kitanidis,Realtime Forecast and Daily Operation of A Multi-reservoirs System During Floods by Linear Quadratic Gaussion Control,Water Resource Res,1983,19(6):1511-1522
    [25] S P Simonovic,D A Savic,Intelligent Decision Support and Reservoir Management and operations,J Comput Civ Eng,1989,3(4):367-385
    [26] O I Uhver,L Mays,Model for Real-time Optimal Flood Control Operation of A Reservoir System,J Water Resource Mgmt,1990,4(l):20-45
    [27] S Mohan,D M Raipure,Multi-objective Analtsis of Multi-reservoir System,J Water Resources Plan Mgmt,1992,118(4):356-370
    [28] J B Valdes,K M Strzepek,Aggregation-disaggregating Approach to MultireserVoir Operation,J Water Resource plan Mgmt,1992,118(4):423-444
    [29] H V Vsiliadis,M Karamouz,Dem and Driven Operation of Reservoir Using Uneertainty-based Optimal Operating Policies,J Water Resource Plan Mgmt,1994,120(l):101-114
    [30] Ji Changming,Water Liping,etc.,Multiobjective Reliability Programming and decision making method in reservoir system management,Model Meas Control C,1994,44(4):1-11
    [31] B A Faber,J R Stedinger.Reservoir optimization using sampling SDP with ensemble streamflow prediction (ESP) forecasts,Journal of Hydrology.2001,249:113-133
    [32] A Tilmant, E H Faouzi, M Vanclooster.Optimal operation of multipurpose reservoirs using flexible stochastic dynamic programming.Applied Soft Computing .2002,2:61-74
    [33] Nien-Sheng Hsu, Chih-Chiang Wei,A multipurpose reservoir real-time operation model for flood control during typhoon invasion.Journal of Hydrology.2007,336:282-293
    [34]张勇传.水电站水库群优化调度方法的研究.水力发电.1981(11):48-52
    [35]熊斯毅,邮凤山.湖南拓、马、双、风水库群联合优化调度.见:优化理论在水库调度中的应用.长沙:湖南科学技术出版社,1985
    [36]叶秉如.水电站库群的年最优调度.见:优化理论在水库调度中的应用.长沙:湖南科学技术出版社,1985
    [37]黄守信,方淑秀等.两个无水力联系水库的优化调度.见:优化理论在水库调度中的应用.长沙:湖南科学技术出版社,1985
    [38]鲁子林.水库群调度网络分析方法.华东水利学院学报.1983(11):23-27
    [39]董子敖.计入径流时间空间相关关系的梯级水库群优化调度的多层次法.水电能源科学,1987,5(1):29-40
    [40]叶秉如.红水河梯级优化调度的多层次动态规划和空间分解算法.见:红水河水电最优开发数学模型论文集.南京:河海大学.1998
    [41]胡振鹏、冯尚友.大系统多目标递阶分析“分解---聚合”方法.系统工程学报,1988(1):41-48
    [42]王本德等,梯级水库群防洪系统的多目标洪水调度决策的模糊优选,水利学报,1994,(2):31-39
    [43]吴保生,陈惠源.多库防洪系统优化调度的一种解算方法.水力学报,1991(11):35-40
    [44]王本德,周惠成,程春田,梯级水库群防洪系统的多目标洪水调度决策的模糊优选,水利学报,1994,(2):31-39,45
    [45]马勇,高似春,陈惠源,一种基于扒口分洪运用方式的防洪系统联合运行的大规模LP广义化模型及其应用.水利学报,1998,(12),34-37
    [46]都金康、周光安.水库群防洪调度的逐次优化方法.水科学进展,1995(5):134-141
    [47]陈守煌,邱林,水资源系统多目标模糊优选随机动态规划及实例.水利学报,1993,(8):43-48
    [48]傅湘、纪昌明,防洪系统最优化调度模型及应用.水利学报,1998,(5):49-53
    [49]张翔,丁晶.水文水资源神经网络模型研究.水文科技信息,1996(2):1-6
    [50]马光文,王黎,G.A.Walters.水电站优化调度的FP遗传算法.水力发电学报,1996(4):21-28
    [51]乇兴菊,赵然杭.水库多目标优化调度理论及其应用研究.水利学报,2003(3):104-109
    [52]李玮,郭生练,刘攀等.水库汛限水位动态控制方法研究及其应用.水力发电,2006,32(3):8-12
    [53]李玮,郭生练,郭富强等.水电站水库群防洪补偿联合调度模型研究及应用.水利学报,2007.38(7):826-831
    [54]周晓阳,张勇传.水库系统的辩识型优化调度方法.水力发电学报,2000(2)74-86
    [55]水利部海委引滦工程管理局.引滦枢纽工程调度手册,1992
    [56]水利部海委引滦工程管理局.引滦枢纽工程防洪手册,2000
    [57]河北省水利水电勘测设计研究院.滦河系防洪规划报告,2000
    [58]杨美和,高颐仪,郝广明.森林火灾趋势波的分析与预测.吉林林学院学报,1999,15(12): 65-68
    [59]徐仙.滦河潘家口水库流域产汇流特性变化趋势问题的研究[硕士学位论文].天津大学,2006
    [60]刘超,秦毅,邓娜.黄河上游主要干支流近期降水、径流统计特征变化分析.水土保持学报, 2004,18(1):96-99
    [61]赵群.水资源可供水量分析探讨.水利科技,1999年增刊:34-36
    [62]赵国杰,杨敏.基于动态规划的梯级水电站长期优化调度研究.水利水电工程设计,2006,25(4):44-46
    [63]李端,钱富才,李力.动态规划问题研究.系统工程理论与实践,2007(8):56-64
    [64]张芳.跨流域引水水电站水库系统优化调度研究[硕士学位论文].河海大学,2005
    [65]刘子龙.水库确定性优化调度动态规划法模型及应用.人民长江,1999,30(10):46-48
    [66]陈洋波,曾碧球.水库供水发电多目标优化调度模型及应用研究.人民长江,2004,35(4)11-13
    [67]许丹萍.引滦供水系统多目标优化调度的研究[硕士学位论文].北京:清华大学,1999
    [68]杨辉.跨流域调水系统水资源规划问题研究[硕士学位论文].北京:清华大学,1998
    [69]张颖琪.跨流域调水系统模拟研究[硕士学位论文].北京:清华大学
    [72]胡毓达.实用多目标最优化.上海:上海科学技术出版社,1990
    [73]杨志峰,刘静玲,孙涛等.流域生态需水规律.北京:科学出版社,2006
    [74]海河流域水资源保护局.海河流域生态环境修复需水量研究.2005
    [75]姜青舫.实用决策分析.贵阳:贵州人民出版社,1987
    [76]陈守煜.水文水资源系统模糊识别理论.大连:大连理工大学出版社,1992
    [77]贺促雄.模糊数学及其应用.天津:天津科学技术出版杜,1983
    [78]阮本清.一种供用水系统的风险分析与评价方法.水利学报.2000(9)1-7
    [79]韩宇平,阮本清,解建仓等.串联水库联合供水的风险分析.水利学报.2003(6):14-21
    [80]向立云等.自然灾害风险评价与减灾政策.北京:地震出版社.1993
    [81]林逢春,陆雍森.幕景分析法在累积影响评价中的实例应用研究.上海环境科学,2001,20(6):288-291
    [82]陈剑霄.区域开发累积环境影响及其全幕景分析法评价.地下水,2007,29(2):73-76
    [83]郑红星,刘昌明.南水北调中线不同水文区降雨丰枯遭遇性分析.地理学报,2000,55(5): 523-532
    [84]冯平,崔广涛,胡明罡.暴雨洪水共同作用下的多变量防洪计算问题.水力学报,2000,(2): 49-53
    [85]赵英林.洞庭湖洪水地区组成及遭遇分析.武汉水利电力大学学报,1997,30(1):36-39
    [86]林荣,李国芳.黄浦江风暴潮位、区间降雨量和上游来水量遭遇分析.水文,2000,20(3):1-4
    [87] Yue S. Joint probability distribution of annual maximum storm peaks and amounts as represented by daily rainfall. Hydrological Sciences Journal,2000,45(2):315-326
    [88]戴昌军,梁忠民.多维联合分布计算方法及其在水文中的应用.水利学报,2006,37(2):160-165
    [89] Yue S. The Gumbel mixed model applied to storm frequency analysis.Water Resources Management,2000,14:377-389
    [90] Yue S. A bivariate gamma distribution for use in multivariate flood frequency analysis. Hydrological Processes,2001,15:1033-1045
    [91]戴昌军.多维联合分布计算理论在南水北调东线丰枯遭遇分析中的应用研究[博士学位论文].南京:河海大学,2005
    [92]谢华,黄介生.两变量水文频率分布模型研究述评.水科学进展,2008,19(3):443-452
    [93] Zhang L.,Singh V. P. Bivariate flood frequency analysis using the copula method. Journal of Hydrologic Engineering,2006,11(2):150-164
    [94] Grimaldi S,Serinaldi F. Design hyetograghs analysis with 3-copula function. Hydrological Sciences,2006,51(2):223-228
    [95]肖义,郭生练,熊立华等.一种新的洪水过程随机模拟方法研究.四川大学学报(工程科学版),2007,39(2):55-60
    [96] Nelson R. B. An introduction to Copulas . Springer:New York,1999
    [97] Zhang L,Singh V. P. Bivariate rainfall frequency distributions using Archimedean copulas. Journal of Hydrology,2007,332(1-2):93-109
    [98] Shiau J T,Wang H Y,Tsai C T. Bivariate frequency analysis of floods using copulas. Journal of the American Water Resources Association,2006,42(6):1549-1564
    [99]肖义,郭生练,刘攀等.分期设计洪水频率与防洪标准关系研究.水科学进展,2008,19(1):54-60
    [100]闫宝伟,郭生练,肖义.南水北调中线水源区与受水区降水丰枯遭遇研究.水利学报,2007,38(10):1178-1185
    [101]刘攀等.水库洪水资源化调度初探.石河子大学学报,2006,24(1):9-14
    [102]周惠成等.洪水资源化:让洪水变害为利.中国计算机报,2007-8-27
    [103]邢焕政刘东康杨山林.海河流域洪水资源化潜力探讨.海河水利,2004(5)11-12
    [104]海委防汛抗旱办公室.海河流域洪水资源利用应急预案制定前期成果汇编,2007
    [105]海委防汛抗旱办公室.漳卫河流域洪水资源利用实施方案,2008

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700