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Monotonicity Analysis for Optimal Scheduling of Storage Batteries and Power Generators – Considering Ramp Limit of Thermal Power Plant –

机译:蓄电池和发电机优化调度的单调性分析–考虑火力发电厂的上升极限–

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This paper focuses on a day-ahead scheduling problem on power generation of thermal power plants and charge/discharge (C/D) of battery energy storage systems based on the information of the interval prediction of photovoltaic (PV) /demand power. Our purpose is to obtain an exact range of each optimal operation schedule for any possible PV/demand profiles of the interval prediction. If the solution is monotonically increasing or decreasing with respect to the parameter, we can easily find the exact range of the solution in a finite number of trials. In order to obtain the exact range, it is important to find out what problem possesses monotonicity. In previous work, we have shown that monotonicity is preserved in various power system settings. However, it is not clear whether monotonicity is preserved for the problem considering ramp limit of the thermal power plant. Thus, we investigate whether monotonicity is preserved for this problem by using numerical simulation.
机译:本文基于光伏(PV)/需求电力的间隔预测信息,着眼于火力发电厂的日程调度问题和电池储能系统的充/放电(C / D)。我们的目的是为间隔预测的任何可能的PV /需求曲线获取每个最佳运行计划的精确范围。如果解决方案相对于参数单调增加或减少,我们可以在有限次数的试验中轻松找到解决方案的确切范围。为了获得准确的范围,重要的是找出具有单调性的问题。在先前的工作中,我们已经表明,在各种电源系统设置中都保留了单调性。然而,考虑到火力发电厂的斜坡极限,目前尚不清楚该问题是否保持单调性。因此,我们通过使用数值模拟来研究是否为该问题保留了单调性。

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