Compensation of asymmetric transformers in high-power DC-DC converters

N. Soltau, S. Engel, H. Stagge, R. D. De Doncker
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引用次数: 11

Abstract

The three-phase dual-active bridge (DAB3) is a dc-dc converter, which is most suitable for high-power applications, as it features inherent soft switching and bidirectional power flow. The medium-frequency three-phase transformer in the ac link of the converter allows galvanic isolation and an arbitrary voltage conversion ratio. This work discusses asymmetric impedances in high-power medium-voltage transformers and their influence on the DAB3. Especially in high-power applications, asymmetries in the impedance occur, due to bigger dimensions of the transformer and holding on to conventional transformer designs. Considering the DAB3, due to unequal stray inductances in the transformer, a second harmonic component can be observed on the dc currents. Thereby, the ripples on the dc voltages and losses in the dc link capacitors are increased unnecessarily. This effect is demonstrated in this work using a laboratory prototype. A new approach is presented, which allows compensation of these effects and optimizes the performance of the DAB3 for asymmetric transformers. The concept of this balancing method is to control each of the interacting phases. The control includes solving an optimization problem, which is too complex to be calculated in real time on a digital signal processor (DSP). To ensure realizability on a DSP, a simplified approximation of this approach is presented as well. Finally, the added value of the proposed balancing control and the comparison with the simplified control are quantified through simulation and measurement.
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大功率DC-DC变换器中不对称变压器的补偿
三相双有源桥(DAB3)是一种dc-dc变换器,最适合大功率应用,因为它具有固有的软开关和双向潮流。转换器交流环节中的中频三相变压器允许电流隔离和任意电压转换比。本文讨论了大功率中压变压器中的非对称阻抗及其对DAB3的影响。特别是在大功率应用中,由于变压器的尺寸更大,并且坚持传统的变压器设计,会出现阻抗不对称。考虑到DAB3,由于变压器中的杂散电感不等,直流电流上可以观察到二次谐波分量。因此,直流电压上的波纹和直流链路电容器中的损耗不必要地增加了。这种效应在本工作中使用实验室原型进行了演示。提出了一种新的方法,可以补偿这些影响,并优化非对称变压器的DAB3性能。这种平衡方法的概念是控制每个相互作用的阶段。该控制包括解决一个优化问题,该问题过于复杂,无法在数字信号处理器(DSP)上实时计算。为了确保在DSP上的可实现性,还提出了该方法的简化近似。最后,通过仿真和测量,量化了所提平衡控制的附加价值以及与简化控制的比较。
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