改进了鼠笼式异步电动机转子矩形槽漏感的解析计算方法

M. Bortolozzi, L. Branz, A. Tessarolo, C. Bruzzese
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引用次数: 5

摘要

鼠笼式感应电动机是工业应用中使用最广泛的电机类型,这要归功于它们坚固、廉价和坚固的结构。为了快速预测异步电机的稳态性能,而不需要进行耗时的有限元分析,需要计算电机的等效电路参数,包括转子槽漏电感。本文特别提出了一种新的改进的矩形棒状鼠笼型异步电动机转子槽漏感的解析公式。通过求解槽域中的泊松方程得到了该公式。结果通过与有限元分析(FEA)的比较来评估。所提出的方法的精度也比较了从文献中获得的近似分析模型。结果表明,所提出的精确公式与有限元分析吻合较好,误差在2%以下,而简化模型的误差一般在10%以上,且随杆高宽比的减小而增大。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improved analytical computation of rotor rectangular slot leakage inductance in squirrel-cage induction motors
Squirrel-cage induction motors are the most widely used type of electric machinery in industrial applications thanks to their rugged, cheap and robust construction. For the fast prediction of induction motor steady-state performance without the need for time-consuming finite-element analyses, the equivalent circuit parameters of the machine need to be calculated, including rotor slot leakage inductances. This paper, in particular, proposes a new improved analytical formula to determine the rotor slot leakage inductance in squirrel-cage induction motors with rectangular-shaped bars. The formula is obtained by solving Poisson's equation in the slot domain. Results are assessed by comparison against Finite Element Analysis (FEA). The precision of the presented methodology is also compared to that of approximated analytical models available from the literature. The comparison shows that the accurate formula proposed is in excellent agreement with FEA with errors below 2%, while the simplified model generally leads to errors above 10% which increase as the height-to-width bar ratio decreases.
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