在城市给水系统优化调度中若干关键问题的研究
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摘要
随着国内城市化进程的加快,给水系统作为城市最重要的基础设施之一,规模日渐庞大,管网结构也随之复杂起来,给水系统优化调度与管理亟待提上议事日程。在给水系统优化调度与管理中,建模无疑是其核心内容。但由于我国特殊的国情,建模并不能解决我国给水系统目前存在的所有问题,原因之一是管网布置不尽合理。因此,须在理论与实践经验的指导下,对现行给水管网进行必要的调整。在管网调整的基础上,再进行建模,这是解决现有给水系统所面临问题的有效方法。基于此,本论文主要包括以下几个方面的内容:
     一、给水系统宏观模型研究
     以目前三种宏观模型(不受比例负荷限制的宏观模型、时段宏观模型和理论-经验模型)为出发点,讨论了上述三种模型的优缺点,根据目前我国给水系统的现状,研究了比较
    
     太原理工大学硕士研究生学位论文
    切合我国实际情况的时段宏观模型和理论一经验模型,重点
    提出了理论一经验模型的改进方法;同时在宏观模型的基础
    上,对事故状态宏观模型的建模方法进行了研究,为不同状
    态下的给水系统优化调度提供依据。
     二、给水系统微观模型研究
     讨论了建立给水系统微观模型的方法。主要是对建立微
    观模型所需的状态和参数进行了研究,提出了管段管径、管
    段摩阻系数和阀门摩阻系数的模拟方法。重点是对阀门开启
    度与管网节点水压变化之间的关系进行了研究,并推导出阀
    门开启度与节点水压之间关系的灵敏度方程。在给水系统优
    化调度中,为调节阀门开启度提供理论依据。
     三、给水系统优化调度方法研究
     目前的给水系统优化调度模型包括水量预测模型、优化
    调度模型和宏观模型三方面的内容。
     在水量预测模型中,重点对时间序列预测方法,包括各
    种常用的时间序列预测模型和模型优选进行了研究。
     优化调度模型中包括直接优化调度模型、多目标直接优
    化调度模型和二级优化调度模型。实际上,每种调度模型有
    
     太原理工大学硕士研究生学位论文
    其适用范围,在这一部分中,对各种模型的优缺点及模型的
    择优进行了研究。
     四、给水管网合理布置和测压点布置方法研究
     针对我国现状管网的不合理布置,提出了基于节点压力
    变化为基础(包括敷设年代较久的旧管网和新敷设管网)的
    分区方法。该方法的提出,不仅使给水系统优化调度成为可
    能,而且为测压点优化布置提供理论根据。
     五、给水管网漏损量控制模型研究
     压力控制法是减少供水管网水量损失的最有效方法。在
    对管网系统漏损原因分析的基础上,重点提出了以调节节点
    压力为基础的管网漏损量控制模型,并对模型的算法进行了
    简要分析。
     主要创新点:
     一、基于现状给水管网布置的不合理性提出了以节点压
    力变化为核心的给水管网分区方法;
     二、泵站的优化调度仅能在满足管网最不利点水压的前
    提下使能耗最低,无法解决管网局部水压太高的问题,而调
    节阀门开启度是解决这一问题的有效途径。本内容探讨了影
    
     太原理工大学硕士研究生学位论文
    响阀门阻力系数的相关因素,研究了阀门阻力系数的模拟方
    法,在此基础上,提出了阀门开启度与节点压力变化之间的
    灵敏度方程。
     三、建立了管网系统漏损量控制模型。在研究影响管网
    漏损量因素的基础上,提出了以管网系统漏损量最小为目标
    函数,修正管网节点连续性方程、节点压力变化灵敏度方程
    和管网最不利点水头等为约束条件的优化模型。
As the urbanizing process is accelerating in china, the size of water supply system, which is one of the important infrastructures, becomes larger and larger. It is imperative for the water supply system to take measures of optimal dispatch and regulation. In the course of optimal dispatch, however, due to the real situation in China, model creation cannot solve all problems the water supply system is faced with. The irrationality of water supply system layout is the most important reason. So, it is necessary to adjust the existing network layout. Based on these, the thesis includes some contents below:
    Study on the macroscopic model in the water supply system
    According to three macroscopic models which including the non-restricted proportional loading macroscopic model, the period time macroscopic model and the theory combining experience model in the water supply system, their
    
    
    characteristics are discussed. On the bases of real situation in China, the main study is focused on the period time macroscopic model and the theory combining experience model, and the good method is set forth which can improve the robust characteristics of theory combining experience model. Simultaneous, the macroscopic model in the water supply system in the accidental state is researched, which provides basis for the water supply system optimal dispatch in the different states.
    Study on the microscope model in the water supply system
    The method of microscope model creation is researched. The states and the parameters, which are needed during the course of model creation, are simulated, and the simulating methods of some parameters, such as the pipeline diameter, the pipeline roughness coefficient and the valve roughness coefficient, are put forth. It is most important that the relationship between the opening degree of valve and the nodal water head is studied, and the sensitivity function is deduced which provides the basis of valve regulation.
    Study on the optimal dispatch method in water supply system
    The method of the optimal dispatch in water supply system is studied, which consists of the optimal dispatch model and the
    
    macroscopic model, the direct optimal dispatch model, the multi-object direct optimal dispatch model and two-phase optimal dispatch model.
    In the water demand forecast model, the method of analysis of time series is analyzed. In the content, some common forecasting models of analysis of time series and the method of selecting the suitable are studied.
    The optimal models include the direct optimal dispatch model, the multi-object direct optimal dispatch model and the two-phase optimal dispatch model. In fact, every model can be used under a certain condition. In this part, the disadvantage and advantage of models is debated and choosing the most suitable is discussed.
    Study on water supply system unreasonablity and pressure measurement node layout
    On the basis of the unreasonable layout in water supply system, the new dividing district method based on the nodal head change is put forth. The method includes the dividing district of new network and that of the old. The method provides the bases for the optimal dispatch and the layout of pressure measurement node.
    Study on the leakage control model in water supply system The causes of leakage in water supply system are analyzed,
    
    a model of leakage control in water supply system based on the adjustment of nodal head is set forth, and the algorithm is studied. As far as water loss in the system is concerned, the model is very significant in theory and reality.
    The most important contents focused in this paper:
    Based on the unreasonable layout of water supply network, the method of dividing district is set forth.
    In the water supply system, the optimal dispatch of pump station only can meet the water head in the most unavailable node. Adjusting the open degree of valve is a kind of effective method to decrease the higher water head in partial water supply system. In this content, the simulating method of valve resistance coefficient
引文
[1] 王训俭,略论城市给水系统优化调度与管理的研究与发展方向[J]《中国给水排水》1990,vol.16,NO.1,32-35.
    [2] 宋序彤,中国城市供水排水发展特征及对策[J]《中国给水排水》2000vol.16,NO.11,40-43.
    [3] 吕谋,张土乔,赵洪宾,大规模供水系统优化调度的建模方法《给水排水》2001vol.27,NO.6,81-85.
    [4] 牛志广,张宏伟,遗传算法用于城市供水系统优化调度《中国给水排水》2003,vol.19,NO.4,81-85.
    [5] 宋仁元,对贯彻城市供水2000年发展规划的几点体会[J]《中国给水排水》1999.vol.15.NO.1,18-20.
    [6] Paul W Jowitt,Chengchao Xu,Optimal valve control in water distribution networks[J], Water Resource Planning Management, 1990,116(4),455-472.
    [7] B.Brunone,Member, ASCE,and,l.Morelli,AUTOMATIC CONTROL VALVE-INDUCED TRANSIENTS IN OPERATIVE PIPE SYSTEM. J.Hydr.Engrg, ASCE,NO.5 1999,534-540.
    [8] Rajiv Gupta and T.D.Prasad,EXTENDED USE OF LINEAR GRAPH THEORY THEORY FOR ANALYESE OF PIPE NETWORKS J.Hydr.Engrg, ASCE,NO.5 2000,56-62.
    [9] Reis L F R,Porto R M,Chaudhry F H,Optimal location of control valves in pipe networks by genetic algorithm[J]Water Resource Planning Management,1997,123(6),317-326.
    [10] Witness Mpesha, Sarah L.Gassman,Associate Member,ASCE,and M.Hanif
    
    Chaudhry, Fellow,ASCE, LAEK DETECTION IN PIPES BY FREQUENCY RESPONSE METHOD[J],J.Hydr.Engrg,ASCE,NO.2 2001,134-148.
    [11] Johnson,L.Computer and laboratory studies of leak detection using hydraulic transients.Water resource management in drought or water shortage conditions,Proc., EWRA 1995 Syrup., 119-126.
    [12] Carison B. Selection and use of pipeline leak detection methods for liability management into the 21st century. Proc.,Int. Conf. On pipeline infrastruct.
    [13] 周克梅,刘遂庆,南京市供水系统实时模拟软件开发与应用[J]中国水网.
    [14] Robert Demoyer Jr., Lawrence B.Horwitz. Macroscopic Distribution system Modeling [J] AWWA, 1975,(7)377-384.
    [15] 周建华,赵洪宾,城市给水管网系统所面临的问题与对策[J]《中国给水排水》2002,vol.18,NO.11,30-32..
    [16] 章蔚红,郭连治,选择合适的桌面信息系统构建自来水管网养护管理系统[J]中国水网.
    [17] Ryszard Klempous,Jerzy Kotowski,optimization Algorithms of operative control in water distribution systems.journal of computational and applied mathematics[J], 1997,84,81-99
    [18] Dani Cohen,Uri Shamir, Optimal operation of Multi-Quality Water Supply Systems-2,Engineering Itimizatuin,[J]2000,32,687-719.
    [19] 黎永育,中国水务市场的发展趋势[J]《中国给水排水》2003,vol.19,NO.3.55.
    [20] 信昆仑,刘遂庆,城市给水管网水力模型准确度的影响因素[J]《中国给水排水》2003,vol.19,NO.4.52-55.
    [21] Haestad Walski, Chase savic, Water Distribution Modeling [M] Wate-
    
    rbury:haqestad press,2001.
    [22] 吕谋,博士学位论文,哈尔滨工业大学,2001,北京图书馆.
    [23] 赵洪宾,给水管网系统理论与分析[M]中国建筑工业出版社,2003,北京.
    [24] 吕谋,高金良,赵洪宾,大规模供水系统工况的建模方法研究[J]《哈尔滨建筑大学学报》2001vol34.NO.2 61-64
    [25] 廖振良,俞国平,供水系统宏观模型的建立和优化工况点的确定《化工给排水设计》1998NO.2 33-36
    [26] 吴学伟,赵宏宾,给水管网状态估计方法的研究《哈尔滨建筑大学学报》2001vol34.NO.2 61-64
    [27] 田一梅,汪泳,城市给水管网局部故障工况下运行状态模拟仿真的研究《水利学报》2003,NO.4 123-129.
    [28] 陶建科,博士学位论文,同济大学,2001,北京图书馆.
    [29] 袁一星,曲世琳,城市给水管网系统的阻力变化规律的研究《中国给水排水》2003,Vol.19,NO.10,52-54.
    [30] 贺益英,赵懿捃,输水管线中弯管局部阻力的相邻影响《水利学报》2004,NO.2,17-23.
    [31] 贺益英,赵懿捃,弯管局部阻力系数的影响研究《水利学报》2003,NO.11,34-39.
    [32] 仲伟俊著,城市供水系统计算机调度与设计[M]东南大学出版社,南京,1995.
    [33] 严煦世,范谨初主编,《给水工程》(第四版),中国建筑工业出版社,北京,1999.
    [34] 张宏伟,张丽,给水管网压力监测点的布置方法《中国给水排水》2003,vol.19,NO.2 52-54.
    
    
    [35] 吴学伟,赵宏宾,城市供水管网系统工况分析的研究《广州大学学报》2001,vol.15,NO.2,85-89.
    [36] 崔建国,王峻岭,城市给水系统的优化调度系统研究《太原理工大学学报》2002,vol.33,NO.3 285-289.
    [37] 许仕荣,配水系统优化调度《湖南大学学报》1998,vol.5,NO.6,87-91.
    [38] 郑大琼,王念慎,多源大型供水管网的优化调度《水利学报》2003,NO.3,1-9.
    [39] 刘国华,程伟平,序列二次规划法在多水源管网优化调度中的应用研究《水利学报》2003,NO.3,48-53.
    [40] 杨芳,张宏伟,城市供水短期预测方法[J]《天津大学学报》2002,vol.3,NO.2,168-170.
    [41] 安鸿志,时间序列分析[M]华东师范大学出版社[M]上海,1992.
    [42] 周建华,赵洪宾,城市给水管网系统所面临的问题与对策[J]《中国给水排水》2002,vol.18,NO.11,30-32.
    [43] 李黎武,许仕荣,基于拓扑理论确定多水源管网供水区域及绘制等压线的方法研究《给水排水》2001,voL.27,NO.12,5-8.
    [44] 张宏伟,牛志广等,供水管网漏损预测模型研究[J]中国给水排水NO.6,2001,7-9.
    [45] T.Tucciarelli, A.Criminisi ,et al, "LEAK ANALYSIS IN PIPELINE SYSTEMS BY MEANS OF OPTIMAL VALVE REGULATION" [J],J.Hydr. - Engrg,ASCE,NO.3,1999,277-285.
    [46] K.E.Lansey, W.EI-Shorbagy,et al, "CALIBRATION ASSESSMENT AND DATA COLLECTION FOR WATER DISTRIBUTION NETWORKS".[J] J.Hydr.Engrg,ASCE,NO.4,2001,270-279
    [47] 崔玉川主编,城市节水与用水管理手册[M],化学工业出版社2000,北
    
    京.
    [48] 马振华主编(第一版),现代应用数学手册[M]清华大学出版社,2000,北京.
    [49] 田林,张宏伟等,应用自控阀控制给水管网漏损的研究《中国给水排水》2004,vol.20,NO.3.16-19.