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Optimal inductor winding geometries for minimizing winding loss in gapped inductor designs

机译:最佳电感绕组几何,以使绕组电感设计中的绕组损耗最小化

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This paper summarizes geometrical effects on inductor winding loss based on fixed and variable wire diameter methods as well as core gap effects. Relevant AC and DC winding resistance equations are derived and an effective inductor design method is given to consider the ratio of alternating to direct current and ratio of skin depth to wire radius r. The core gap effect on the ac winding resistance can be minimized by increasing the distance far away from the gap, however the dc winding resistance will increase. Hence the optimal distance results in the minimum total winding resistance. Finally, a new concept of a two step core gap solution is verified by FEA simulation showing the further winding loss improvement by the smart design method of core gap geometries.
机译:本文总结了基于固定和可变线直径方法的电感绕组损耗以及核心差距效应的几何效应。推导出相关的AC和DC绕组电阻方程,并提供有效的电感器设计方法,以考虑交替与肤地与电线半径r相反的比率。通过增加远离间隙的距离,可以最小化对交流绕组阻力的磁芯间隙效应,但是直流绕组阻力将增加。因此,最佳距离导致最小的总绕组阻力。最后,通过FEA模拟验证了两个阶梯芯隙解决方案的新概念,显示了核心间隙几何形状的智能设计方法的进一步绕组损失改进。

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