电机与控制应用
電機與控製應用
전궤여공제응용
ELECTRIC MACHINES & CONTROL APPLICATION
2015年
8期
17-23
,共7页
李伟伟%王爽%程天威%李光耀
李偉偉%王爽%程天威%李光耀
리위위%왕상%정천위%리광요
旋转变压器%双同步参考坐标系%锁相环
鏇轉變壓器%雙同步參攷坐標繫%鎖相環
선전변압기%쌍동보삼고좌표계%쇄상배
resolver%double synchronous reference frame%phase locked loop
在传统同步参考坐标系锁相环( SRF-PLL)解码算法的基础上介绍了一种双同步参考坐标系锁相环( DSRF-PLL)解码算法。由于旋转变压器在实际应用中受本体设计及信号处理电路的影响,其输出往往为包含误差的非理想信号,其中幅值不平衡和相位非正交误差占主要地位。 DSRF-PLL算法将非理想信号分解成一个正序电压分量和一个负序电压分量,通过双同步坐标系( DSRF)和解耦网络结构单元来达到消除幅值不平衡和相位非正交两种误差的目的。在MATLAB/Simulink环境下搭建仿真模型对DSRF-PLL解码算法进行了仿真验证。仿真结果表明该算法在抑制旋转变压器输出幅值平衡和相位非正交误差方面的有效性。
在傳統同步參攷坐標繫鎖相環( SRF-PLL)解碼算法的基礎上介紹瞭一種雙同步參攷坐標繫鎖相環( DSRF-PLL)解碼算法。由于鏇轉變壓器在實際應用中受本體設計及信號處理電路的影響,其輸齣往往為包含誤差的非理想信號,其中幅值不平衡和相位非正交誤差佔主要地位。 DSRF-PLL算法將非理想信號分解成一箇正序電壓分量和一箇負序電壓分量,通過雙同步坐標繫( DSRF)和解耦網絡結構單元來達到消除幅值不平衡和相位非正交兩種誤差的目的。在MATLAB/Simulink環境下搭建倣真模型對DSRF-PLL解碼算法進行瞭倣真驗證。倣真結果錶明該算法在抑製鏇轉變壓器輸齣幅值平衡和相位非正交誤差方麵的有效性。
재전통동보삼고좌표계쇄상배( SRF-PLL)해마산법적기출상개소료일충쌍동보삼고좌표계쇄상배( DSRF-PLL)해마산법。유우선전변압기재실제응용중수본체설계급신호처리전로적영향,기수출왕왕위포함오차적비이상신호,기중폭치불평형화상위비정교오차점주요지위。 DSRF-PLL산법장비이상신호분해성일개정서전압분량화일개부서전압분량,통과쌍동보좌표계( DSRF)화해우망락결구단원래체도소제폭치불평형화상위비정교량충오차적목적。재MATLAB/Simulink배경하탑건방진모형대DSRF-PLL해마산법진행료방진험증。방진결과표명해산법재억제선전변압기수출폭치평형화상위비정교오차방면적유효성。
A double synchronous reference frame-based phase-locked loop ( DSRF-PLL) decoding algorithm was studied in this thesis based on the traditional synchronous reference frame-based phase-locked loop ( SRF-PLL ) decoding method. In practical application the output signals of the resolvers were always non-ideal for the influence of the design of the motor structure and the peripheral circuits, among them amplitude error and non-orthogonal error dominate. In DSRF-PLL the non-ideal signals were decomposed by a positive sequence voltage and a negative sequence voltage; The amplitude error and the non-orthogonal error were eliminated by the double synchronous reference frame ( DSRF ) and the decoupling network unit. The DSRF-PLL decoding algorithm was verified by simulation in the MATLAB/Simulink, and the simulation results showed that the algorithm could achieve expected effect to deal with the amplitude and the orthogonal errors.