中国电机工程学报
中國電機工程學報
중국전궤공정학보
ZHONGGUO DIANJI GONGCHENG XUEBAO
2013年
27期
1-11
,共11页
安少亮%孙向东%张琦%钟彦儒%任碧莹
安少亮%孫嚮東%張琦%鐘彥儒%任碧瑩
안소량%손향동%장기%종언유%임벽형
三相并网逆变器%内模控制%不连续脉宽调制%功率因数角
三相併網逆變器%內模控製%不連續脈寬調製%功率因數角
삼상병망역변기%내모공제%불련속맥관조제%공솔인수각
three-phase grid-connected inverter%internal model control%discontinuous pulse width modulation (DPWM)%power factor angle
针对单位功率因数并网的三相逆变器,推导三相并网逆变器内模控制方程,建立逆变器输出侧功率因数角随逆变器输出电流幅值变化的函数关系,深入分析传统常规化不连续脉宽调制(general discontinuous pulse width modulation, GDPWM)的特点,提出一种改进型最小开关损耗不连续调制(modified general discontinuous pulse width modulation, M-GDPWM)算法,该算法通过比较三相正弦参考电压之间的瞬时大小关系,或者逆变器输出三相电流的瞬时大小关系,来计算需要注入到三相正弦参考电压中的零序分量,从而无需像传统最小开关损耗不连续调制那样需要实时计算功率因数角,即可实现最小开关损耗控制。仿真与实验结果验证了所提M-GDPWM算法的正确性和有效性。
針對單位功率因數併網的三相逆變器,推導三相併網逆變器內模控製方程,建立逆變器輸齣側功率因數角隨逆變器輸齣電流幅值變化的函數關繫,深入分析傳統常規化不連續脈寬調製(general discontinuous pulse width modulation, GDPWM)的特點,提齣一種改進型最小開關損耗不連續調製(modified general discontinuous pulse width modulation, M-GDPWM)算法,該算法通過比較三相正絃參攷電壓之間的瞬時大小關繫,或者逆變器輸齣三相電流的瞬時大小關繫,來計算需要註入到三相正絃參攷電壓中的零序分量,從而無需像傳統最小開關損耗不連續調製那樣需要實時計算功率因數角,即可實現最小開關損耗控製。倣真與實驗結果驗證瞭所提M-GDPWM算法的正確性和有效性。
침대단위공솔인수병망적삼상역변기,추도삼상병망역변기내모공제방정,건립역변기수출측공솔인수각수역변기수출전류폭치변화적함수관계,심입분석전통상규화불련속맥관조제(general discontinuous pulse width modulation, GDPWM)적특점,제출일충개진형최소개관손모불련속조제(modified general discontinuous pulse width modulation, M-GDPWM)산법,해산법통과비교삼상정현삼고전압지간적순시대소관계,혹자역변기수출삼상전류적순시대소관계,래계산수요주입도삼상정현삼고전압중적령서분량,종이무수상전통최소개관손모불련속조제나양수요실시계산공솔인수각,즉가실현최소개관손모공제。방진여실험결과험증료소제M-GDPWM산법적정학성화유효성。
The internal model control equation of a three-phase grid-connected inverter with a unitary power factor was deduced. The function relationship between the power factor angle and output current at the inverter side was studied. The characteristic of traditional general discontinuous pulse width modulation (GDPWM) was analyzed in detail. A modified GDPWM (M-GDPWM) algorithm with the minimum switching loss was proposed in this paper. Zero-sequence voltage components injected into three-phase sinusoidal reference voltages were generated by comparing instantaneous three-phase sinusoidal reference voltages, or by judging instantaneous three-phase output currents at the inverter side, rather than calculating the power factor angle to minimize switching loss in the traditional GDPWM algorithm. Simulation and experimental results verify the correctness and validity of the proposed M-GDPWM.