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Fundamental conjectured supply function equilibrium: Application to the iberian system

机译:基本猜想供给函数均衡:在伊比利亚体系中的应用

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This paper presents a new two-step algorithm to compute a conjectured supply function electricity market equilibrium with DC transmission network constraints. This approach generalizes a previous authors' model developed for the single-bus case. Unlike other approaches, its main contribution is that the parameters of the first order approximation of the conjectured supply functions (intercept and slope) are endogenously determined, coherently with the network lines status. Nodal prices are used to split the market into single prices areas. Each area is treated as a single-bus market from the transmission constraints point of view, and the authors' single-bus algorithm is applied to compute the generators supply functions for each area. These new generators strategies are then cleared to determine new nodal prices and areas for the next iteration. Convergence is achieved when the network lines status and strategies of the generators do not change significantly in two consecutive iterations. The algorithm has been tested with some illustrative case examples, and with a simplified version of the MIBEL market (Spain-Portugal).
机译:本文提出了一种新的两步算法来计算具有直流输电网络约束的猜想供给函数电力市场均衡。这种方法概括了以前为单总线案例开发的作者模型。与其他方法不同,它的主要作用是根据网络线路的状态,内生地确定推测的供给函数(截距和斜率)的一阶近似参数。节点价格用于将市场划分为单个价格区域。从传输约束的角度来看,每个区域都被视为单总线市场,并且作者的单总线算法被应用于计算每个区域的发电机供电功能。然后清除这些新的生成器策略,以确定下一次迭代的新节点价格和区域。当生成器的网络线路状态和策略在两个连续的迭代中没有显着变化时,就可以实现收敛。该算法已通过一些示例性案例进行了测试,并使用MIBEL市场(西班牙-葡萄牙)的简化版本进行了测试。

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