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The application of backtracking search algorithm in hierarchical time-extended Petri net model for power system restoration

机译:回溯搜索算法在分层时延Petri网模型中的应用

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The research on power system restoration (PSR) is attracting more and more attention. During the process of system restoration, a wide variety of control actions have to be performed on time within the operating constraints. In this paper, the actions and their relationship are modeled as a controlled hierarchical time-extended Petri net (H-EPN). In order to find a feasible sequence of actions quickly and automatically and to minimize the loss of the blackout, an algorithm based on best-first search algorithm is proposed. In addition to the classical heuristic rules, the backtracking search algorithm is employed to optimize the final solution. The result indicates that common heuristic rules cannot always find the optimal solution. The backtracking search algorithm is necessary when various heuristic rules are in collision or even with constraints. Test results on practical system are given to demonstrate the validity of the algorithm.
机译:电力系统恢复(PSR)的研究越来越受到人们的关注。在系统恢复过程中,必须在操作限制内按时执行各种控制动作。在本文中,将动作及其关系建模为受控的分层时间扩展Petri网(H-EPN)。为了快速,自动地找到可行的动作序列,并最大程度地减少停电损失,提出了一种基于最佳优先搜索算法的算法。除了经典的启发式规则外,还采用回溯搜索算法来优化最终解决方案。结果表明,常见的启发式规则不能总是找到最优解。当各种启发式规则发生冲突甚至有约束时,回溯搜索算法是必要的。给出了在实际系统上的测试结果,证明了该算法的有效性。

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