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Initializing Dynamic Power System Simulations Using Eigenvalue Formulations of the Induction Machine and Power Flow Models

机译:使用感应电机的特征值公式和潮流模型初始化动态电力系统仿真

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Initializing internal variables in dynamic power system simulations is a two-stage process. First, a power flow model is used to find the steady state bus variables. Second, values for the internal variables associated with bus connected components are determined such that the components' terminal values match the bus variables calculated from the power flow model. Initializing most components' variables is a straightforward, direct process. However, initializing induction machine variables traditionally uses an indirect, iterative process. In this paper, eigenvalue formulations are detailed for both the induction machine initialization and power flow models, which provide a direct method for determining all possible sets of induction machine initializations and offer a novel model for the power flow equations.
机译:在动态电力系统仿真中初始化内部变量是一个分为两个阶段的过程。首先,使用潮流模型查找稳态总线变量。其次,确定与总线连接的组件关联的内部变量的值,以使组件的终端值与根据潮流模型计算出的总线变量相匹配。初始化大多数组件的变量是一个直接的直接过程。但是,初始化感应电机变量通常使用间接的迭代过程。在本文中,详细介绍了感应电机初始化和功率流模型的特征值公式,它们提供了一种直接方法来确定所有可能的感应电机初始化集,并为功率流方程提供了新颖的模型。

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