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On the Numerical Transient in Time-Stepping Finite Element Analysis of Induction Motors: Fundamental Concepts

机译:感应电动机时步有限元分析中的数值瞬态:基本概念

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Time-stepping finite element (TS-FE) analysis when employed for induction motor modeling, results in a long and time-consuming numerical transient before it reaches a steady-state solution. During this numerical transient stage, no useful and reliable performance characteristics can be extracted from the TS-FE data. When a steady-state magnetic field distribution is reached throughout the magnetic circuit of the machine, performance characterization can be calculated in such a device by TS-FE algorithms. The resulting computations will correspond to the operating point at a given frequency, slip and load torque. This long transient profile is dependent on the chosen operating point and the electric and magnetic circuits material parameters and configurations. In this paper, the focus is on the study of such numerical transient responses under various supply frequencies, slips, and materials of rotor bar cage conductivities. Through this study, the behavior of this transient phenomenon is examined in terms of actual CPU time and required electrical cycles to reach steady state. The studies conducted in this paper are pursued for both voltage source and current source excitations. The emphasis in this paper is on better understanding of the problem, while in a companion paper the emphasis is on proceeding further and providing approaches that shorten this lengthy numerical transient.
机译:在感应电动机建模中使用时步有限元(TS-FE)分析会在达到稳态解之前导致很长且耗时的数值瞬变。在此数字过渡阶段,无法从TS-FE数据中提取有用且可靠的性能特征。当在整个机器的磁路中达到稳态磁场分布时,可以通过TS-FE算法在这种设备中计算性能表征。所得的计算将对应于给定频率,滑差和负载转矩下的工作点。较长的瞬态曲线取决于所选的工作点以及电气和磁路的材料参数和配置。在本文中,重点是研究在各种供电频率,转差和转子棒笼电导率材料下的数值瞬态响应。通过这项研究,将根据实际CPU时间和达到稳定状态所需的电周期来检查这种瞬态现象的行为。本文针对电压源和电流源的激励进行了研究。本文的重点是对问题的更好理解,而在随附的论文中,重点在于进一步进行并提供缩短此冗长数值瞬态的方法。

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