CN102055200A - Method for calculating capacity configuration of reactive power compensation capacitor device of transformer substation - Google Patents
Method for calculating capacity configuration of reactive power compensation capacitor device of transformer substation Download PDFInfo
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- CN102055200A CN102055200A CN2010106219902A CN201010621990A CN102055200A CN 102055200 A CN102055200 A CN 102055200A CN 2010106219902 A CN2010106219902 A CN 2010106219902A CN 201010621990 A CN201010621990 A CN 201010621990A CN 102055200 A CN102055200 A CN 102055200A
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Abstract
本发明公开了一种变电站无功补偿电容器装置容量配置的计算方法,它包括以下步骤:步骤一,测量一时间段用于无功补偿的n个电容器的容量,对n个电容器的容量进行采样,n=1,2,3……;步骤二,对n个电容器采样的容量按照从小到大的顺序进行排列,然后建立数学模型:以时间段为横坐标,电容器的容量为纵坐标,按照采样的容量由小到大绘制曲线图;步骤三,在曲线图上选取n个电容量的数值点,计算n个电容量的数值点在曲线图范围内所形成矩形的面积大小来确定最优的补偿容量值,当面积最大时,补偿容量值为最优。本发明可以有效地提高补偿效果。
The invention discloses a method for calculating the capacity configuration of a reactive power compensation capacitor device in a substation, which includes the following steps: step 1, measuring the capacities of n capacitors used for reactive power compensation in a period of time, and sampling the capacities of the n capacitors , n=1, 2, 3...; Step 2, arrange the sampled capacities of n capacitors in ascending order, and then establish a mathematical model: take the time period as the abscissa, and the capacity of the capacitor as the ordinate, according to Draw a graph of the sampled capacity from small to large; step 3, select n capacitance value points on the graph, and calculate the area of the rectangle formed by the value points of n capacitance within the range of the graph to determine the optimal The compensation capacity value of , when the area is the largest, the compensation capacity value is optimal. The invention can effectively improve the compensation effect.
Description
技术领域technical field
本发明涉及一种变电站无功补偿电容器装置容量配置的计算方法。The invention relates to a method for calculating the capacity configuration of a reactive power compensation capacitor device in a substation.
背景技术Background technique
目前由于负荷是变化的,如果按照高峰负荷配置电容量,按照不允许倒送的原则,很明显谷平期无法投入,峰期补偿效率高,但是电容器投入时间短,如果按照低谷负荷配置电容量,电容器投运的时间长,补偿效果差。At present, because the load is changing, if the capacitance is configured according to the peak load, according to the principle of not allowing reverse transmission, it is obvious that it cannot be used during the valley period, and the compensation efficiency is high during the peak period, but the capacitor input time is short. If the capacitance is configured according to the valley load, The capacitor has been put into operation for a long time, and the compensation effect is poor.
发明内容Contents of the invention
本发明提供了一种变电站无功补偿电容器装置容量配置的计算方法,它可以有效地提高补偿效果。The invention provides a calculation method for the capacity configuration of a reactive power compensation capacitor device in a substation, which can effectively improve the compensation effect.
本发明采用了以下技术方案:一种变电站无功补偿电容器装置容量配置的计算方法,它包括以下步骤:步骤一,测量一时间段用于无功补偿的n个电容器的容量,对n个电容器的容量进行采样,n=1,2,3……;步骤二,对n个电容器采样的容量按照从小到大的顺序进行排列,然后建立数学模型:以时间段为横坐标,电容器的容量为纵坐标,按照采样的容量由小到大绘制曲线图;步骤三,在曲线图上选取n个电容量的数值点,计算n个电容量的数值点在曲线图范围内所形成矩形的面积大小来确定最优的补偿容量值,当面积最大时,补偿容量值为最优。The present invention adopts the following technical solutions: a calculation method for the capacity configuration of reactive power compensation capacitor devices in substations, which includes the following steps:
本发明步骤三中当n=1时,该电容量的数值点QC横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形的面积最大时,则QC为最优的补偿容量值。When n=1 in step 3 of the present invention, when the numerical value point Q C of this electric capacity extends horizontally horizontally and extends vertically vertically, when the area of the rectangle enclosed within the scope of the graph is the largest, then Q C is optimal Compensation capacity value.
本发明步骤三中当n=2时,选取两个电容量的数值点的值为QC1和QC2,当QC1=QC2时,QC1横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形以及QC1与QC2叠加后矩形,当这两矩形重合后的图形在曲线图范围内的面积为最大时,则QC1和QC2为最优的补偿容量值;当QC1<QC2时,QC1横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形,QC2横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形,以及QC1与QC2叠加后矩形,当这三个矩形重合后所形成的图形在曲线图范围内的面积为最大时,则QC1和QC2为最优的补偿容量值。In step 3 of the present invention, when n=2, the values of the numerical points of the two capacitances are selected as Q C1 and Q C2 , and when Q C1 =Q C2 , Q C1 is shown in the graph after horizontal horizontal extension and longitudinal vertical extension The rectangle enclosed within the range and the superimposed rectangle of Q C1 and Q C2 , when the area of the overlapping graph of these two rectangles within the range of the graph is the largest, then Q C1 and Q C2 are the optimal compensation capacity values; When Q C1 < Q C2 , the rectangle enclosed by Q C1 in the range of the graph after horizontal extension and vertical extension, and the rectangle enclosed by Q C2 in the range of the graph after horizontal extension and vertical extension Rectangle, and the superimposed rectangle of Q C1 and Q C2 , when the area of the graph formed by the overlapping of these three rectangles is the largest within the range of the graph, then Q C1 and Q C2 are the optimal compensation capacity values.
本发明具有以下有益效果:本发明可以简单、方便、直观的计算出最优的补偿容量值,特别是对于在一端时间内无规则变化的无功补偿,可以有效地计算出最优的补偿容量值。The present invention has the following beneficial effects: the present invention can simply, conveniently and intuitively calculate the optimal compensation capacity value, especially for reactive power compensation that changes irregularly within one end time, the optimal compensation capacity can be effectively calculated value.
附图说明Description of drawings
图1为本发明一组电容器的补偿容量确定示意图Fig. 1 is the determination schematic diagram of the compensation capacity of a group of capacitors of the present invention
图2为本发明两组电容器(当QC1=QC2)的补偿容量确定示意图Fig. 2 is a schematic diagram of determining the compensation capacity of two groups of capacitors (when Q C1 =Q C2 ) of the present invention
图3为本发明两组电容器(当QC1<QC2)的补偿容量确定示意图Fig. 3 is a schematic diagram of determining the compensation capacity of two sets of capacitors (when Q C1 <Q C2 ) of the present invention
具体实施方式Detailed ways
实施例一:在图1中,本发明公开了一种变电站无功补偿电容器装置容量配置的计算方法,它包括以下步骤:步骤一,测量一时间段用于无功补偿的n个电容器的容量,对n个电容器的容量进行采样,n=1,2,3……;步骤二,对n个电容器采样的容量按照从小到大的顺序进行排列,然后建立数学模型:以时间段为横坐标,电容器的容量为纵坐标,按照采样的容量由小到大绘制曲线图;步骤三,在曲线图上选取n个电容量的数值点,当n=1时,该电容量的数值点QC横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形的面积最大时,则QC为最优的补偿容量值。Embodiment 1: In Fig. 1, the present invention discloses a method for calculating the capacity configuration of a reactive power compensation capacitor device in a substation, which includes the following steps:
实施例二,本发明公开了一种变电站无功补偿电容器装置容量配置的计算方法,它包括以下步骤:步骤一,测量一时间段用于无功补偿的n个电容器的容量,对n个电容器的容量进行采样,n=1,2,3……;步骤二,对n个电容器采样的容量按照从小到大的顺序进行排列,然后建立数学模型:以时间段为横坐标,电容器的容量为纵坐标,按照采样的容量由小到大绘制曲线图;步骤三,在曲线图上选取n个电容量的数值点,当n=2时,选取两个电容量的数值点的值为QC1和QC2,在图2中,当QC1=QC2时,QC1横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形以及QC1与QC2叠加后矩形,当这两矩形重合后的图形在曲线图范围内的面积为最大时,则QC1和QC2为最优的补偿容量值;在图3中,当QC1<QC2时,QC1横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形,QC2横向水平延伸和纵向竖直延伸后在曲线图范围内所围成的矩形,以及QC1与QC2叠加后矩形,当这三个矩形重合后所形成的图形在曲线图范围内的面积为最大时,则QC1和QC2为最优的补偿容量值。Embodiment 2, the present invention discloses a calculation method for capacity allocation of reactive power compensation capacitor devices in substations, which includes the following steps:
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Cited By (2)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| JP2012217331A (en) * | 2011-03-31 | 2012-11-08 | General Electric Co <Ge> | System and method for operating capacitor banks |
| CN105846443A (en) * | 2016-03-18 | 2016-08-10 | 国网江苏省电力公司电力科学研究院 | Power grid reactive compensation optimization configuration system and method based on multi-knapsack problem solution |
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- 2010-12-31 CN CN2010106219902A patent/CN102055200A/en active Pending
Cited By (3)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| JP2012217331A (en) * | 2011-03-31 | 2012-11-08 | General Electric Co <Ge> | System and method for operating capacitor banks |
| CN105846443A (en) * | 2016-03-18 | 2016-08-10 | 国网江苏省电力公司电力科学研究院 | Power grid reactive compensation optimization configuration system and method based on multi-knapsack problem solution |
| CN105846443B (en) * | 2016-03-18 | 2018-03-27 | 国网江苏省电力公司电力科学研究院 | The electric network reactive compensation Optimizing Configuration System and method solved based on more knapsack problems |
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Application publication date: 20110511 |