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Reliability Based Reactive Power and Reserve Market Modeling Considering Uncertainty on Units Outages

机译:基于可靠性的无功和储备市场模型考虑了单位中断的不确定性

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摘要

A separate reactive market is necessary due to the vital role of reactive power in the system security and reliability. In order to maintain the reliability of the system, reactive power-based indices should be utilized in the reactive power market-clearing model, in which the improvement of these indices depends on the amount of reactive power reserve availability in the system. Therefore, the reactive power and reactive reserve markets have been modeled in this paper for the first time taking into account the reactive power-based reliability indices. In the present paper, a new stochastic framework for day-ahead reactive power and reserve markets clearing is formulated based on the reliability. A two-stage stochastic programming model is presented for the reactive power market clearing process, in which generation uncertainties have been simulated by the Monte Carlo method. In the stochastic programming model, a set of scenarios are considered for the stochastic reactive power market clearing. In each optimization problem, the objective function is defined as the total payment function (TPF) of generators. TPF includes the amount paid to the generators in order to compensate for their reactive power and reactive reserve. The efficiency of the proposed model is tested on IEEE 24-bus reliability system (IEEE RTS).
机译:由于无功功率在系统安全性和可靠性方面的重要作用,因此需要单独的无功市场。为了保持系统的可靠性,应在无功基于电力市场清算模型中使用基于无功基的指标,其中这些指标的改进取决于系统中的无功功率储备可用性。因此,考虑到基于无功基于功率的可靠性指标,本文在本文中建模了无功功率和反应储备市场。在本文中,基于可靠性制定了一天的前方无功功率和储备市场的新随机框架。提供了两阶段随机编程模型,用于无功功率市场清算过程,其中通过蒙特卡罗方法模拟了产生的不确定性。在随机编程模型中,考虑了随机无功功率市场清除的一组方案。在每个优化问题中,目标函数被定义为发电机的总支付功能(TPF)。 TPF包括支付给发电机的金额以补偿其无功和反应储备。在IEEE 24总线可靠性系统(IEEE RTS)上测试了所提出的模型的效率。

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