中国电机工程学报
中國電機工程學報
중국전궤공정학보
ZHONGGUO DIANJI GONGCHENG XUEBAO
2015年
10期
2558-2566
,共9页
潘冬华%阮新波%王学华%鲍陈磊%李巍巍
潘鼕華%阮新波%王學華%鮑陳磊%李巍巍
반동화%원신파%왕학화%포진뢰%리외외
并网逆变器%LCL滤波器%有源阻尼%控制延时%电网阻抗
併網逆變器%LCL濾波器%有源阻尼%控製延時%電網阻抗
병망역변기%LCL려파기%유원조니%공제연시%전망조항
grid-connected inverter%LCL filter%active damping%control delay%grid impedance
电容电流反馈有源阻尼是抑制并网逆变器中LCL滤波器谐振的有效方式。然而,由于实际电网存在变化的电网阻抗,LCL 滤波器的谐振频率会在宽范围内变化,使得电容电流反馈系数的选取变得困难。特别地,当谐振频率等于1/6的采样频率(fs/6)时,无论选取多大的电容电流反馈系数,系统都无法稳定。研究适应电网阻抗宽范围变化的电容电流反馈系数的设计方法,针对不同的谐振频率,推导出系统稳定时的幅值裕度要求,通过分析电网阻抗对幅值裕度的影响,得到最优的电容电流反馈系数。采用这个反馈系数时,除了谐振频率等于fs/6之外,系统都能保持稳定。进一步地,为了提高谐振频率等于fs/6时系统的稳定性,提出环路增益的相位滞后补偿方法。最后,在一台6 kW的原理样机进行实验验证,实验结果证明了理论分析的正确性。
電容電流反饋有源阻尼是抑製併網逆變器中LCL濾波器諧振的有效方式。然而,由于實際電網存在變化的電網阻抗,LCL 濾波器的諧振頻率會在寬範圍內變化,使得電容電流反饋繫數的選取變得睏難。特彆地,噹諧振頻率等于1/6的採樣頻率(fs/6)時,無論選取多大的電容電流反饋繫數,繫統都無法穩定。研究適應電網阻抗寬範圍變化的電容電流反饋繫數的設計方法,針對不同的諧振頻率,推導齣繫統穩定時的幅值裕度要求,通過分析電網阻抗對幅值裕度的影響,得到最優的電容電流反饋繫數。採用這箇反饋繫數時,除瞭諧振頻率等于fs/6之外,繫統都能保持穩定。進一步地,為瞭提高諧振頻率等于fs/6時繫統的穩定性,提齣環路增益的相位滯後補償方法。最後,在一檯6 kW的原理樣機進行實驗驗證,實驗結果證明瞭理論分析的正確性。
전용전류반궤유원조니시억제병망역변기중LCL려파기해진적유효방식。연이,유우실제전망존재변화적전망조항,LCL 려파기적해진빈솔회재관범위내변화,사득전용전류반궤계수적선취변득곤난。특별지,당해진빈솔등우1/6적채양빈솔(fs/6)시,무론선취다대적전용전류반궤계수,계통도무법은정。연구괄응전망조항관범위변화적전용전류반궤계수적설계방법,침대불동적해진빈솔,추도출계통은정시적폭치유도요구,통과분석전망조항대폭치유도적영향,득도최우적전용전류반궤계수。채용저개반궤계수시,제료해진빈솔등우fs/6지외,계통도능보지은정。진일보지,위료제고해진빈솔등우fs/6시계통적은정성,제출배로증익적상위체후보상방법。최후,재일태6 kW적원리양궤진행실험험증,실험결과증명료이론분석적정학성。
Capacitor-current-feedback active damping is an effective method to suppress the LCL-filter resonance in the grid-connected inverters. However, due to the variation of grid impedance, the LCL-filter resonance frequency will vary in a wide range, which challenges the design of capacitor current feedback coefficient. Moreover, if the resonance frequency is equal to one-sixth of the sampling frequency (fs/6), the system can hardly be stable no matter how much the capacitor current feedback coefficient is. In this paper, the optimal design of capacitor current feedback coefficient is presented to deal with the wide range variation of grid impedance. First, the gain margin requirements for system stability are derived under various resonance frequencies. By evaluating the effect of grid impedance on the gain margins, an optimal capacitor current feedback coefficient is obtained. With this feedback coefficient, stable operations will be retained for all resonance frequencies exceptfs/6. Second, in order to improve system stability for the resonance frequency offs/6, a phase-lag compensation for the loop gain is proposed. Finally, a 6-kW prototype is tested to verify the effectiveness of the design procedure.