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Research on Optimal Operation by Adjusting Blade Angle in Jiangdu No. 4 Pumping Station of China

机译:中国江都4号燃道站叶片角度的最优运算研究

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A Nonlinear Programming Model for the optimal day-operation of multi-units pump in one pumping station by adjusting blade angle has been put out, where the peak-valley electricity prices is considered in this paper. The model takes the minimal operation cost of pump assembly as objective function. In the meantime, the periods are defined as stage variables. The blade angle and the number of the working-pumps are expressed as decision variables and the water volume pumped in one day as constraint condition, The problem is very difficult to be settled by regular methods. This paper presents a new method which adopts experimental optimization method of adjusting blade angle in different periods and linear integral programming method to select the number of pumps. After applying the method to the optimal operation of Jiangdu No.4 pumping station, which is the source pump station of Eastern Rome Project of South-to-North Water Divetsion (Where there are seven pumps and the design flow rate of single-unit is 30.0m~3/sec), we get the results which are as follows(1) With the constraint conditions of typical tidal process which are average tidal levels from December to February of next year, designed average pumping head of 7.8m, and the operation load at I 00%,80%,60% of full-load(the water volume when the pumps working with the blade angle of 0 degree and the speed of 150r/min in full day), the relative energy-saving reaches 5.18%33.02% comparing with the -state of keeping the pump operating at its designed blade angle which is 0 degree when considering peak-valley electricity prices. While not considering the peak-. valley electricity prices, the number is 1.96%~ 9.71%, and less load corresponds to more cost-saving. (2) The key factory an deciding the operation state of pumps is electricity price when we consider the peak-valley electricity prices. All the pumps should be working and the blade angle should be in the largest state when at the valley price, while the number of the working pumps should be reduced, then the angle should be varied afterwards when at the peak price in order to reduce the cost. The key factor on deciding the operation state of pumps is tidal process when the electricity price isunchanged in one day. More-pumps should be working and the angle should be in the largest state as possible when at high tidal level while the number of the working pumps should be reduced, then the angle should be varied afterwards when at low tidal level.
机译:已经提出了一种通过调节刀片角度在一个泵站中的多单元泵最佳日常运行的非线性编程模型,在此论文中考虑了峰值谷电价。该模型采用泵组件的最小操作成本作为目标函数。与此同时,期间定义为阶段变量。叶片角度和工作泵的数量表示为决策变量,并且在一天中泵送的水量作为约束条件,问题很难通过规则的方法来解决。本文介绍了一种采用不同时期调整叶片角度的实验优化方法的新方法,以及线性积分规划方法选择泵数。将该方法应用于江都第4号泵站的最佳运行后,这是南水北部东部罗马项目的源泵站(其中有七个泵和单位的设计流速30.0m〜3 /秒),我们得到如下结果(1),典型潮汐过程的约束条件是从明年12月到2月的平均潮汐水平,设计平均泵头7.8米,以及操作负荷在I 00%,80%,全负荷的60%(泵当泵的叶片角度为0度和150r / min的速度,全天的速度),相对节能达到5.18 %33.02%与保持泵在其设计的刀片角度运行的间位相比,考虑到山谷山谷电价时为0度。不考虑峰值 - 。山谷电价,数量为1.96%〜9.71%,负荷较少对应,达到更具成本节省。 (2)当我们考虑峰值谷电价时,关键工厂决定泵的操作状态是电价。所有泵都应该工作,叶片角度应在山谷价格时处于最大状态,而应该减少工作泵的数量,然后在峰值价格之后应该改变角度以减少成本。决定泵的操作状态的关键因素是潮汐过程,当电价在一天内均匀。当在高潮汐层时,泵应工作的更多泵应工作,角度应尽可能最大的状态,而应该减少工作泵的数量,则在低潮汐水平下之后应改变角度。

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