使技术上可行的插槽几何形状和绕组布局的插槽填充系数最大化的优化算法

P. Herrmann, P. Stenzel, Ulrich Vögele, C. Endisch
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引用次数: 16

摘要

高功率密度和高效率是汽车牵引设备的关键因素。实现这些目标的一个可行方法是提高槽填充系数。到目前为止,大多数研究都集中在用给定的电磁线直径优化槽的几何形状,或者为给定的几何形状寻找最佳直径。提交的结果往往导致定子几何形状在磁性上不理想,或者所建议的绕组模式和几何形状无法生产。作为汽车牵引机定子制造中插入技术的一种替代技术,针式绕线技术的引入实现了线在槽中的固定位置。要充分发挥这一优势,就必须优化绕线布局,并使其具有可生产性。因此,本文提出了新的优化算法,并就可达到的槽填充系数和可生产性与文献中的算法进行了比较。在一项案例研究中,使用了性能最佳的算法来获得线径和槽几何形状的最佳组合,从而最大限度地提高填充系数。利用所提出的算法,可以获得具有优化填充因子的可行绕组模式和槽几何形状。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimization algorithms for maximizing the slot filling factor of technically feasible slot geometries and winding layouts
High power density and efficiency are key factors for automotive traction machines. One possible way to reach these goals is to increase the slot filling factor. As yet, most research has either been focused on optimizing the slot geometry with a given magnet wire diameter or on finding the optimal diameter for a given geometry. Oftentimes the submitted results lead either to a magnetically suboptimal stator geometry or the suggested winding pattern and geometries are not producible. The introduction of the needle winding technology, as an alternative to the insertion technology for the manufacturing of stators of automotive traction machines, enabled a defined wire placement in the slot. To use the full benefit of this advantage an optimal and producible winding layout is necessary. Therefore, in this article new optimization algorithms are proposed and compared to algorithms found in literature with regard to reachable slot filling factors and producibility. In a case study, the best performing algorithm was used to obtain an optimal combination of wire diameter and slot geometry to maximize the filling factor. With the proposed algorithm feasible winding patterns and slot geometries with an optimized filling factor can be obtained.
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