首页|期刊导航|电工技术学报|适用于输入输出频率接近或相同的组合式模块化多电平矩阵变换器拓扑

适用于输入输出频率接近或相同的组合式模块化多电平矩阵变换器拓扑OA

A Combined Modular Multilevel Matrix Converter Topology Suitable for Close or Equal Input-Output Frequencies

中文摘要英文摘要

模块化多电平矩阵变换器(M3C)能实现直接交交变换,具有易扩展、能量可双向流动和模块化等优点.但当输入输出频率接近或相同时,子模块电容电压会出现剧烈波动.为解决此问题,传统方法是注入共模电压和环流,但会增大桥臂电压电流应力.该文提出一种 M3C 与级联 H 桥组合的新拓扑,可在不增大电压电流应力的条件下有效降低子模块电容电压波动,同时具备传统 M3C 的优势.首先建立组合式 M3C 的数学模型,阐述其工作原理.然后分析 M3C 桥臂电容电压波动的机理,提出由级联 H 桥提供负载无功功率以降低电容电压波动的控制方法;与传统方法相比,组合式 M3C 使电容电压波动范围更小,并且无需注入共模电压和环流,器件成本和损耗更低.最后通过仿真和实验验证了所提拓扑和控制策略的可行性和有效性.

The modular multilevel matrix converter(M3C)is a topology that directly implements AC-AC conversion and has advantages such as easy scalability,bidirectional energy flow,and modularity.It has broad application prospects in pumped-storage power plants,wind power plants,and motor drives.Since the M3C operates between two AC systems at different frequencies,its arm power contains a beat-frequency component determined by the difference between the input and output frequencies.When the input and output frequencies are close or equal,this beat-frequency power component manifests as low-frequency pulsations or even DC components,resulting in significant low-frequency fluctuations or DC offsets in the arm submodule capacitor voltages.In severe cases,it can cause the system to malfunction. Existing approaches primarily suppress capacitor-voltage fluctuations in submodules by injecting circulating current or by simultaneously injecting circulating current and common-mode voltages.These approaches come at the cost of increased voltage and current stresses on the converter,leading to higher losses.Therefore,this paper proposes a novel topology combining an M3C with a cascaded H-bridge.This configuration effectively reduces capacitor voltage fluctuations in submodules when input and output frequencies are close or equal,without increasing voltage and current stresses on the bridge arms.It retains the advantages of conventional M3C,such as modular design flexibility,low output harmonics,and scalability.First,a mathematical model of the combined M3C is established,and its operating principle is explained.Then,the mechanism of voltage fluctuations in M3C bridge-arm capacitors is analyzed,and a control method is proposed that uses a cascaded H-bridge to provide reactive power to the load,thereby reducing capacitor voltage fluctuations.Compared with conventional methods,the combined M3C achieves a smaller range of capacitor-voltage fluctuations while avoiding the injection of common-mode voltage or circulating currents.Additionally,the device costs,power loss,and current THD are lower than those of conventional methods.Finally,the feasibility and effectiveness of the proposed topology and its control strategy are verified through simulation and experiments. The main conclusions are as follows.(1)A mathematical model of the combined M3C topology is established,and its working principle is explained.In addition,the capacitor voltage fluctuations in the M3C bridge arms are analyzed.(2)A method with a cascaded H-bridge for capacitive compensation is proposed,where the load's reactive power is supplied by the cascaded H-bridge,thereby reducing capacitor voltage fluctuations in the M3C bridge arm submodules.(3)Compared to conventional methods,this approach does not need to inject common-mode voltage and circulating currents,reducing voltage and current stress on the bridge arms.Additionally,it minimizes fluctuations in arm capacitor voltages and reduces device costs and power losses.Finally,simulations and experiments validate the proposed topology and control strategy.

田丰源;宫金武;查晓明;潘尚智

武汉大学电气与自动化学院 武汉 430072||综合能源电力装备及系统安全湖北省重点实验室 武汉 430072武汉大学电气与自动化学院 武汉 430072||综合能源电力装备及系统安全湖北省重点实验室 武汉 430072武汉大学电气与自动化学院 武汉 430072||综合能源电力装备及系统安全湖北省重点实验室 武汉 430072武汉大学电气与自动化学院 武汉 430072||综合能源电力装备及系统安全湖北省重点实验室 武汉 430072

信息技术与安全科学

模块化多电平矩阵变换器级联H桥输入输出频率接近或相同电容电压平衡

Modular multilevel matrix convertercascaded H-bridgeinput-output frequencies with close or equalcapacitor voltage balance

《电工技术学报》 2026 (14)

4799-4816,18

国家自然科学基金资助项目(52177191).

10.19595/j.cnki.1000-6753.tces.251253

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