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首页> 外文期刊>International journal of electrical power and energy systems >Relaxed decoupled direct calculation of voltage collapse points and its application in static voltage stability region boundary formation
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Relaxed decoupled direct calculation of voltage collapse points and its application in static voltage stability region boundary formation

机译:放宽直接计算电压折叠点及其在静态电压稳定区边界形成中的应用

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Static voltage stability is critical for the operation of power grids. With the penetration of renewable energies, region-based method become a choice to present the stability of a power grid. Static voltage stability region is hence a useful and intuitive tool to determine the safety margin of a power grid. The formation of static voltage stability region is however time consuming. To overcome such issue, this work proposes a relaxed decoupled direct calculation (RDDC) method to find voltage collapse points (VCPs). The direct calculation of VCPs is a Newton-Raphson type method and faces the sensitivity issue of the initial values. Boundary tracking method provides a framework to utilize the information from neighbor VCPs and hence is integrated with the proposed RDDC method. The results show that the RDDC method is able to calculating VCPs as precise as continuation power flow with less computational time. When RDDC is integrated with boundary tracking, results show that the static voltage stability region boundary can be generated with high precision, and computational performance improvement can be observed for all the test systems from nine buses to ten thousand of buses. This demonstrates the applicability and scalability of the proposed method to power systems with different scales.
机译:静态电压稳定性对于电网的操作至关重要。随着可再生能量的渗透,基于地区的方法成为呈现电网稳定性的选择。因此,静态电压稳定区域是一种有用而直观的工具,可以确定电网的安全余量。然而,静电稳定区域的形成是耗时的。为了克服此类问题,这项工作提出了一种轻松的解耦直接计算(RDDC)方法来查找电压折叠点(VCP)。 VCP的直接计算是Newton-Raphson类型方法,并面向初始值的敏感性问题。边界跟踪方法提供了利用来自邻居VCP的信息的框架,因此与所提出的RDDC方法集成。结果表明,RDDC方法能够以较少计算时间计算VCP,作为连续功率流。当RDDC与边界跟踪集成时,结果表明,可以高精度地产生静电稳定区域边界,并且可以为来自九个总线的所有测试系统到万辆总线的所有测试系统都观察到计算性能改进。这证明了所提出的方法对具有不同尺度的电力系统的适用性和可扩展性。

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