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A discrete point estimate method for probabilistic load flow based on the measured data of wind power

机译:基于风电实测数据的概率潮流离散点估计方法

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摘要

Probabilistic load flow (PLF) calculation is the first step to evaluate the impact of the integrated wind power to the power system. The wind power is featured with stochastic and variable properties and it's hard to fit its distribution characteristics to any common probability density function (PDF). However, the traditional methods including Monte Carlo for PLF are based on the input variable's PDF. In the paper, the point estimate method and Gram-Charlier expansion method are combined. Based only on the sample data of the wind power, the expectation, variance and cumulative distribution of the output random variables can be estimated with the method by 2n+1 times of load flow calculation where n is the number of input stochastic variables, exempting the need for distribution of the input variables. The simulation results in the IEEE 16-generator system show that the method provides high precision with less computation burden. The method can also be applied to other problems with uncertainty factors whose distribution is unknown in the power system.
机译:概率潮流(PLF)计算是评估集成风力发电对电力系统影响的第一步。风力具有随机性和可变性,很难将其分布特性与任何常见的概率密度函数(PDF)相匹配。但是,包括PLF的蒙特卡洛在内的传统方法都是基于输入变量的PDF。本文结合了点估计法和Gram-Charlier展开法。仅基于风能的样本数据,使用该方法可以通过潮流计算的2n + 1倍估算输出随机变量的期望,方差和累积分布,其中n是输入随机变量的数量,需要分配输入变量。 IEEE 16生成器系统的仿真结果表明,该方法具有较高的精度,且计算负担较小。该方法还可以应用于具有不确定因素的其他问题,这些问题在电力系统中的分布是未知的。

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