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The effects of local and optimized power flow control logic in the reliability analysis of bulk systems

机译:局部和优化潮流控制逻辑在大系统可靠性分析中的作用

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A conceptual algorithm to the reliability evaluation comprises three basic steps: system state selection, analysis of each selected state and updating of reliability indices. Usually, in composite reliability studies, the state analysis is performed by an AC power flow coupled with a remedial actions algorithm, which alleviates possible operational constraints by using rescheduling of system generators, adjustments in voltage profile and taps of LTC transformers, and, as a last resort, load shedding. The best option to provide a fair comparison of different operational violations caused by distinct contingencies is to use an AC optimal power flow (OPF). One example of a very robust nonlinear AC OPF is the interior point (IF) OPF, which can even deal with power flow solvability and voltage collapse problems. In traditional Newton-Raphson power flow algorithms, the terminal and remote bus voltages are obtained by using a local control logic. On the other hand, most of the OPF's utilized in available reliability programs adopts an optimized logic for voltage control, i.e., the voltage level is optimized inside the pre-specified bounds, meaning that new settings can be calculated in order to avoid or minimize load shedding. In this paper, local voltage control logic was introduced into the nonlinear IP OPF of the NH2 reliability evaluation program. The impacts of these two voltage control logic's on the reliability indices are then analyzed using the new IEEE Reliability Test System (RTS-96) and a 89-bus network derived from the North Northeastern Brazilian System.
机译:可靠性评估的概念算法包括三个基本步骤:系统状态选择,每个所选状态的分析以及可靠性指数的更新。通常,在复合可靠性研究中,通过与补救措施算法耦合的交流电流进行状态分析,这通过使用系统发生器的重新安排来减轻可能的操作约束,调整LTC变压器的电压曲线和水龙头的调整,以及作为一个最后的手段,装载脱落。提供由不同突发事件引起的不同操作违规行为的公平比较的最佳选择是使用交流最优功率流(OPF)。非常强大的非线性AC OPF的一个示例是内部点(IF)OPF,甚至可以处理电力流量可解性和电压塌陷问题。在传统的Newton-Raphson电流算法中,通过使用本地控制逻辑获得终端和远程总线电压。另一方面,在可用可靠性计划中使用的大多数OPF采用优化的逻辑,用于电压控制,即电压电平在预先指定的范围内进行了优化,这意味着可以计算新设置以避免或最小化负载脱落。本文将局部电压控制逻辑引入NH2可靠性评估程序的非线性IP OPF。然后使用新的IEEE可靠性测试系统(RTS-96)和来自巴西北部系统北部的89母线网络进行分析了这两个电压控制逻辑对可靠性指数的影响。

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