An efficient field-circuit coupling method by a dynamic lumped parameter reduction of the FE model

F. Henrotte, E. Lange, K. Hameyer
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引用次数: 2

Abstract

A field-circuit coupling method is presented, whose basic idea is to extract from the FE model, on basis of energy balance considerations, a temporary lumped parameter representation of the electrical machines, to be used in the circuit simulator model of the power electronic supply. The dynamic coupled model of the complete drive obtained this way can be iterated over a limited period of time, with a time step adapted to the high frequency of electronic commutations. When the temporary representation of the machine has come, or is expected to have come under a given accuracy threshold, a new FE simulation is performed in order to generate an updated set of lumped parameters, and the process is repeated. This method allows decoupling the time constants of the field problem from that of the circuit problem, which is typically one or two orders of magnitude smaller. This yields a considerable saving of computation time with a controllable, at least a posteriori, loss of accuracy. The method presented in this paper is also characterized by the fact that only known quantities of the nonlinear FE method are used in the identification process, which can therefore be done systematically and in an automated way.
通过对有限元模型进行动态集总参数约简,提出了一种有效的场路耦合方法
提出了一种场路耦合方法,其基本思想是基于能量平衡的考虑,从有限元模型中提取电机的临时集总参数表示,用于电力电子电源的电路模拟器模型。这种方法得到的全驱动的动态耦合模型可以在有限的时间内迭代,其时间步长适应于电子换相的高频。当机器的临时表示已经出现,或者预计已经达到给定的精度阈值时,执行新的FE模拟以生成一组更新的集总参数,并且重复该过程。这种方法允许将场问题的时间常数与电路问题的时间常数解耦,这通常要小一到两个数量级。这样可以节省相当多的计算时间,并且精度损失是可控的,至少是后验的。本文提出的方法的另一个特点是,在识别过程中只使用非线性有限元方法的已知量,因此可以系统地和自动化地完成。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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