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Bifurcation analysis of power system load characteristics with continuation methods

机译:用连续法对电力系统负荷特性进行分叉分析

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Power systems are capable of exhibiting complex dynamics. Sometimes critical ones are, e.g. nonlinear incidents like collapse and swing phenomena. Many efforts are made by researchers and operators in order to prevent and dominate these undesirable effects. It is well known that parameter variations have influences on the system behavior and its stability. Sometimes they can cause incidents like the ones mentioned above. Because of former studies (e.g. in the field of catastrophe theory) it is also known that very often only a few parameters dominate the system behavior. An identification of these main parameters is desirable in order to get more information about the underlying mechanisms. On this basis an improvement or developement of adequate strategies in order to prevent critical system states is possible. Limit induced problems due to parameter variations as well as effects of generator controls on the system have been investigated in several papers. This paper neglects the limit induced problems and considers influences of different load characteristics on the system behavior. Therefore, an appropriate load model is needed. It is desirable that the chosen model represents the physical behavior as well as influences of individual parameter. The presented analysis uses continuation methods and the concepts of bifurcation theory. Therewith an investigation due to parameter of interest is possible and furthermore properties of the solution points can be investigated and classified, too. Moreover, appropriate network models are needed. An often-used, three-node power system model is chosen here. It represents the main system behavior and the physical dependencies in principle. Additionally it is clearly arranged and easy to handle. This paper presents two major results. At first bifurcation-studies are made. These studies regard especially load parameter variations. In contrast to other solutions these results are transformed into so-called power diagrams. It is possible to use this well known representation to derive or adapt control schemes. Secondly, the usage of flexible AC transmission devices (FACTS) is analyzed in order to avoid critical bifurcations. Although this was studied in several papers before, this work analyzes again the influences of different load characteristics. As a result, one gets information about possible limits. In special cases gain-intervals of the used FACTS-device can be determined within the system is independent of load parameter variation.
机译:电力系统具有复杂的动力。有时关键的是例如非线性事件,如倒塌和摆动现象。为了防止和控制这些不良影响,研究人员和操作人员做出了许多努力。众所周知,参数变化会影响系统行为及其稳定性。有时它们可​​能会导致类似上述的事件。由于先前的研究(例如在突变理论领域),还众所周知,通常只有少数参数支配系统行为。为了获得有关潜在机制的更多信息,需要对这些主要参数进行标识。在此基础上,可以改进或开发适当的策略,以防止出现关键的系统状态。在几篇论文中已经研究了由于参数变化以及发电机控制对系统的影响而引起的极限问题。本文忽略了极限引起的问题,并考虑了不同负载特性对系统行为的影响。因此,需要适当的负载模型。理想的是所选择的模型代表物理行为以及各个参数的影响。提出的分析使用了延续方法和分叉理论的概念。由此,由于感兴趣的参数而进行的调查是可能的,此外,还可以调查和分类解点的性质。此外,需要适当的网络模型。在这里选择一个常用的三节点电源系统模型。原则上,它代表主要系统行为和物理依赖性。此外,它布置清晰,易于操作。本文提出了两个主要结果。首先进行分叉研究。这些研究特别关注负载参数的变化。与其他解决方案相比,这些结果被转换为所谓的功率图。可以使用这种众所周知的表示来导出或调整控制方案。其次,分析了柔性交流传输设备(FACTS)的使用,以避免出现严重的分歧。尽管以前已经在几篇论文中对此进行了研究,但这项工作还是再次分析了不同负载特性的影响。结果,人们获得了有关可能限制的信息。在特殊情况下,可以在系统内确定所用FACTS设备的增益间隔,而与负载参数的变化无关。

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