Noncirculating current series resonant converter with pulse frequency modulation

IF 1.8 3区 工程技术 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC International Journal of Circuit Theory and Applications Pub Date : 2024-08-07 DOI:10.1002/cta.4206
Guangfu Ning, Litao Du, Ben Dai, Mei Su, Wenjing Xiong, Jingtao Xu, Guo Xu
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Abstract

SummaryIn this paper, an asymmetric pulse frequency modulation (APFM) is applied to the full‐bridge series resonant converter with a secondary LC resonant tank. Different from the traditional PFM, the upper and lower switches have complementary gate drivers and the lower switches have constant on time of half‐resonant period in this paper. Thanks to the resonant tank moved to the secondary side with the adopted APFM, the maximum magnetic flux density Bm of a high‐frequency transformer (HFT) is only concerned with the fixed resonant frequency rather than the variable switching frequency. Hence, the switching frequency can be widely regulated, as well as the voltage gain. Furthermore, the circulating current flowing back to the input voltage source in the traditional LC series resonant converter can be eliminated by the APFM, leading to a low resonant current peak value. The operation principles and characteristics of the adopted method are analyzed in detail. Finally, a 500 W/70–120 V to 300 V/21–180 kHz prototype is built, and the experimental results verified the theoretical analysis well.
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具有脉冲频率调制功能的非环流串联谐振变换器
摘要 本文将非对称脉冲频率调制(APFM)应用于带有次级 LC 谐振槽的全桥串联谐振转换器。与传统的 PFM 不同,本文中的上下开关具有互补的栅极驱动器,并且下开关具有半谐振周期的恒定导通时间。由于采用了 APFM,谐振槽被移到了次级侧,因此高频变压器(HFT)的最大磁通密度 Bm 只与固定的谐振频率有关,而与可变的开关频率无关。因此,开关频率和电压增益均可广泛调节。此外,APFM 可以消除传统 LC 串联谐振转换器中回流到输入电压源的循环电流,从而降低谐振电流峰值。本文详细分析了所采用方法的工作原理和特性。最后,制作了一个 500 W/70-120 V 至 300 V/21-180 kHz 的原型,实验结果很好地验证了理论分析。
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来源期刊
International Journal of Circuit Theory and Applications
International Journal of Circuit Theory and Applications 工程技术-工程:电子与电气
CiteScore
3.60
自引率
34.80%
发文量
277
审稿时长
4.5 months
期刊介绍: The scope of the Journal comprises all aspects of the theory and design of analog and digital circuits together with the application of the ideas and techniques of circuit theory in other fields of science and engineering. Examples of the areas covered include: Fundamental Circuit Theory together with its mathematical and computational aspects; Circuit modeling of devices; Synthesis and design of filters and active circuits; Neural networks; Nonlinear and chaotic circuits; Signal processing and VLSI; Distributed, switched and digital circuits; Power electronics; Solid state devices. Contributions to CAD and simulation are welcome.
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