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Transient Modeling of Induction Motors considering Space Harmonics and Saturation Effects

机译:考虑空间谐波和饱和效应的感应电机瞬态建模

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This paper presents a transient mathematical model for induction motors based on space harmonics and saturation effects. The model is based on the calculation of the phase-linked magnetic flux accounting for the geometry and physical dimensions of the stator and rotor windings, other than the magnetic steel saturation characteristic. The space-harmonic components of the magnetic induction are calculated at each time-step considering the currents in the stator windings and in the rotor bars as well as the rotor position. The electromagnetic torque is computed as well. The model is validated by comparison with a co-simulation approach that uses finite element calculus in transient mode. Method accuracy and effects of simplifications are investigated both in static and transient behavior. The case study and the presented results refer to a prototypal induction motor for high power electric vehicles.
机译:本文介绍了基于空间谐波和饱和效应的感应电机的瞬态数学模型。 该模型基于计算相位连接的磁通量占定子和转子绕组的几何形状和物理尺寸,除了磁力钢饱和度特性。 考虑定子绕组中的电流以及转子位置以及转子位置,在每个时间步骤计算磁感应的空间谐波分量。 也计算电磁扭矩。 通过与在瞬态模式下使用有限元微积分的共模仿真方法来验证该模型。 在静态和瞬态行为中研究了方法准确性和简化的效果。 案例研究和所提出的结果是指高电动电动车辆的原型感应电动机。

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