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Application of an optimisation method for determining the reactive margin from voltage collapse in reactive power planning

机译:一种从电压崩溃确定无功裕度的优化方法在无功规划中的应用

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Power system reactive power planning requires the computation of the reactive power margin from the point of voltage collapse in the steady-state in order to quantify the adequacy of the level of installed reactive power plant. This reactive margin is the difference between the maximum reactive load distributed across selected power system nodes and the reactive load at the planned system operating point. The margin can be estimated by applying an optimisation method using the total reactive load as the objective, with the load flow equations as equality constraints, whilst including system limits such as generator reactive capability limits as inequality constraints. This paper describes a full AC formulation of the optimisation problem. It is solved using an interior point implementation of the Newton method developed for the optimal power flow. This avoids potential difficulties in identifying the binding inequality constraints.
机译:电力系统无功功率规划需要从稳态电压崩溃的角度计算无功功率裕度,以便量化已安装无功电厂水平的充分性。该无功裕度是在所选电源系统节点之间分布的最大无功负载与计划的系统工作点处的无功负载之间的差。可以通过应用优化方法来估算裕量,该优化方法将总无功负载作为目标,并将潮流方程作为等式约束,同时将系统限制(例如发电机无功能力限制)作为不等式约束。本文描述了优化问题的完整交流公式。使用为最佳功率流而开发的牛顿法的内点实现来解决该问题。这避免了在识别约束不平等约束方面的潜在困难。

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