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Research of Power Flow Parallel Partition Algorithm Applied to AC Power Grid Based on Two Layers Tree Structure

机译:基于两层树结构的动态电网电力平行分区算法研究

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This paper present a parallel partition power flow algorithm applied to ac grid based on two layers of tree structure. The algorithm introduces network partition thought in Newton-Raphson power flow algorithm and form two layers tree model to realize the fast calculation of the nodes voltage correction. Network partition principles are given after briefly expounding of tree structure algorithm so called "upward substitution" and "downward computing" step-by-step calculation method. To demonstrate the correctness of the algorithm, this paper sets the IEEE30 nodes system as an example and the result shows that parallel partition algorithm is faster than traditional ones. The characteristics of the algorithm are as follows: The algorithm partition the Jacobi matrix and omits unnecessary calculation so that reduce the dimension of the matrix, so it is realized that greatly reducing the time of matrix inversion; Algorithm in this paper just conducts linear transformation in the primary Jacobi matrix and do not involve simplification and approximation calculation, nor to introduce extra variables like virtual current, so the convergence and accuracy of algorithm can equal traditional serial algorithm.
机译:本文介绍了一种基于两层树结构的AC网格的并联分区电流算法。该算法在Newton-Raphson功率流算法中介绍了网络分区思想,并形成了两层树模型,实现了节点电压校正的快速计算。在简要阐述树结构算法之后给出了网络分区原理,以便“向上替换”和“向下计算”逐步计算方法。为了证明算法的正确性,本文将IEEE30节点系统作为示例设置,结果表明并行分区算法比传统方式快。算法的特性如下:算法分区Jacobi矩阵并省略不必要的计算,从而减少了矩阵的维度,因此实现了大大减少了矩阵反转的时间;本文中的算法只是在主雅各矩阵中进行线性变换,并且不涉及简化和近似计算,也不涉及额外的变量,如虚拟电流,因此算法的收敛性和准确性可以等于传统的串行算法。

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