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Reactive optimal power flow incorporating margin enhancement constraints with nonlinear interior point method

机译:结合余量增强约束和非线性内点法的无功最优潮流

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摘要

A reactive optimal power flow incorporating margin enhancement constraints is described. Margin sensitivity at a steady-state voltage instability point is calculated using invariant space parametric sensitivity, and can provide valuable information for selection of effective control parameters. However, weakest buses in neighbouring regions have high margin sensitivities in a certain range, so control determination using only the sensitivity information might cause violation of operational limits of the base operating point, at which the control is applied to enhance voltage stability margin in the direction of parameter increase. A nonlinear interior point method (NIPM) is applied to solve the optimal power flow formulation with margin enhancement constraints, and shunt capacitances are mainly considered as control variables. In the case study, an example applying the proposed method to the IEEE 118-bus test system is shown, and experiences with margin enhancement constraints are also included.
机译:描述了结合裕度增强约束的无功最优功率流。使用不变的空间参数灵敏度计算稳态电压不稳定性点处的裕度灵敏度,可以为选择有效的控制参数提供有价值的信息。但是,相邻区域中最弱的母线在一定范围内具有较高的裕度灵敏度,因此仅使用灵敏度信息进行控制确定可能会违反基本工作点的工作极限,在该极限下应用控制可提高方向上的电压稳定性裕度参数增加。应用非线性内点法(NIPM)求解具有裕度增强约束的最优潮流公式,并且并联电容主要被视为控制变量。在案例研究中,显示了将所提出的方法应用于IEEE 118总线测试系统的示例,并且还包括了具有边际增强约束的经验。

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