交错电流型双有源桥式DC-DC变换器的精确离散时间建模

Avishek Pal, S. Kapat
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引用次数: 6

摘要

电流馈电双向隔离型DC-DC变换器常用于光伏和储能领域,将低压储能器件与高压直流母线连接起来。然而,考虑到不同的工作模式,研究其高频大信号和小信号行为并设计控制器,目前还没有合适的建模框架。本文提出了一个离散时间框架,用于精确建模交错电流馈电双有源桥式DC-DC变换器,特别强调了其大信号和小信号动力学。所提出的框架考虑了单个模式的确切动态,考虑了可能的功率电路寄生,并试图推导出近似二阶离散时间模型的一般形式。推导了各种离散小信号传递函数,并在频域上通过simmetrix /SIMPLIS仿真进行了验证。在变换器固有频率附近的控制-输出传递函数中存在一对复共轭极点和零。制作了一个基于gan的300w硬件样机,实验验证了所提出的模型,并利用FPGA器件实现了调制技术。实验结果验证了离散大信号模型的有效性。所提出的框架可以扩展到其他隔离和非隔离DC-DC转换器,特别是当至少一个状态变量的稳态平均值为零时。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accurate Discrete-Time Modeling of an Interleaved Current-Fed Dual Active Bridge DC-DC Converter
Current-fed bidirectional isolated DC-DC converters are often used in the photovoltaics and energy storage applications to interface the low voltage energy storage devices with the high voltage DC bus. However, a suitable modeling framework is not readily available, considering different operating modes to study its high frequency large- and small-signal behaviour and to design the controller. This paper presents a discrete-time framework for accurate modeling of an interleaved current-fed dual active bridge DC-DC converter, particularly highlighting its large- and small-signal dynamics. The proposed framework considers the exact dynamics of individual modes, taking into account the possible power circuit parasitics, and attempts to derive a generic form of approximate second-order discrete-time models. Various discrete-time small-signal transfer functions are derived and verified with the SIMetrix/SIMPLIS simulation in the frequency domain. A pair of complex conjugate poles and zeros are found to exist in the control-to-output transfer functions near the converter natural frequency. A GaN-based 300 W hardware prototype is made to validate the proposed model experimentally, and the modulation technique is implemented using an FPGA device. Discrete-time large-signal models are validated through the experimental results. The proposed framework can be extended to other isolated and non-isolated DC-DC converters, particularly when at least one of the state variables has zero steady state average value.
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