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Minimum loss operation of high-frequency inductors

机译:高频电感器的最小损耗运行

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This paper investigates the losses of a power inductor employed in a 2kW, 400V input DC-DC converter, in dependency of key operating parameters, i.e. switching frequency and current ripple. Based on detailed high-frequency winding and core loss models, including the implications of DC-bias, temperature and frequency on the core losses, and an analytic thermal model, a minimum loss inductor is designed for each combination of switching frequency, f, and current ripple, r. In the course of the optimization, the core (E55, N87) and the winding (litz wire, 100 μm) are considered given. Surprisingly, the evaluation of the losses calculated in the f-r domain reveals that nearly minimum inductor losses are obtained for a current ripple that is inversely proportional to the frequency, i.e., for a constant inductance. Further detailed investigations of the calculated inductor losses reveal a decrease of the losses for increasing frequencies up to a very high frequency of 500 kHz. In this regard, at f = 100kHz, minimum total losses of 4.0W result for r = 45%, which can be reduced to 1.8W at f = 500 kHz for r = 10%. Finally, the sensitivities of the losses with regard to different litz wires (71 μm, 200 μm) and a different core (E42, N87) are examined and a design guidance is extracted that summarizes the main findings of the detailed investigation. A calorimetric measurement set-up is used to measure the losses of a realized inductor at different operating points in order to confirm the theoretical considerations.
机译:本文研究了2KW,400V输入DC-DC转换器中采用的功率电感器的损耗,依赖于关键操作参数,即开关频率和电流纹波。基于详细的高频绕组和核心损耗模型,包括直流偏置,温度和频率对核心损失的影响,以及分析热模型,为每个开关频率,F和的每个组合设计了最小损耗电感器当前的波纹,r。在优化过程中,考虑核心(E55,N87)和绕组(LITZ线,100μm)。令人惊讶的是,在F-R结构域中计算的损耗的评估表明,对于与频率,即恒定电感成反比的电流​​纹波,获得几乎最小的电感损耗。进一步详细地研究了计算的电感损耗揭示了将频率增加到500 kHz的非常高频率的损耗的降低。在这方面,在F = 100kHz,r = 45 %的4.0w结果的最小总损耗,其可以在f = 500khz的f = 10 %时将其降低到1.8w。最后,考虑了关于不同LITZ线(71μm,200μm)和不同核心(E42,N87)的损失的敏感性,并提取了设计指导,总结了详细研究的主要结果。热量测量设置用于测量不同操作点的实现电感器的损耗,以确认理论考虑。

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