基于云理论和层次分析法的城市电力空间负荷预测
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摘要
本文提出一种基于云理论和层次分析法的城市电力空间负荷预测方法。空间负荷预测是城市电网规划的基础,其核心问题是负荷指标的选取。负荷指标受多方面不确定因素的影响,因而选取精确合理的负荷指标成为一个较为复杂的决策问题。
     在大量的数据调研和分析的基础上,本文选取了对小区负荷指标起到关键性作用的影响因素作为负荷指标优选的依据。首先建立云发生器以及云推理规则,将定性的影响因素量化,计算影响因素的客观权重;其次建立层次分析模型,依据专家经验给出的判断矩阵,计算影响因素的主观权重;再次结合主、客观权重计算出综合权重;最后基于样本数据,利用综合权重,预测小区最优负荷指标以及小区负荷,并采用负荷曲线叠加的方法得到地区总负荷。
     本文所提出的综合权重在考虑多个影响因素的前提下,能够兼顾客观规律性和专家经验。模型建立在大量样本数据的基础上,通过建立云发生器将有限的样本数据进行扩展,从而克服了样本数据难以收集的缺陷。以某年的影响因素值作为模型的输入,可以得到该年的负荷分布情况。因此,本文模型可以方便地预测负荷的空间分布,而且不受时间限制。
     以某地区的实际数据对本文模型进行验证,结果表明本文提出的预测模型具有一定的精度和可操作性,在空间负荷预测中具有一定的优越性。
This paper presents a spatial load forecasting method based on cloud theory and analytic hierarchy process. Spatial load forecasting is the basis of distribution network planning, and it hinges on choosing suitable load density. Because load density is influenced by many uncertain factors, how to select the suitable load density becomes a complicated decision problem.
     Based on large amounts of data investigated, this paper selects the influencing factors which play important roles in the load density. Firstly, establish cloud generators and inference rules to quantize the qualitative factors, and then calculate the objective weights of the influencing factors. Secondly, establish hierarchical analysis models, form judgment matrixes according to the experience of experts and calculate the subjective weights of influencing factors. Thirdly, calculate synthetical weights based on objective weights and subjective weights. Finally, using the synthetical weights to forecast the optimal load density and the value of load based on sample data and then take the superimposition curve as the total load curve of the predicted area.
     The synthetical weights proposed in this paper can take account of the objective regularity and the experience of experts on the premise of considering many influencing factors. The selecting of load density bases on a large number of sample data. This paper expands limited sample data by cloud generators so that overcomes the difficulty of getting sample data. Inputting the values of influencing factors in a given year of the area to be predicted, the model can work out the load density of the area in the given year. This method can not only predict the spatial distribution of the electric power load, but also predict the evolution process of the spatial load.
     An example demonstrates the superiority of the proposed model in spatial load forecasting.
引文
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