DDSRF-PLL

代码说明：

  本文论述了在控制的一个重要方面电网连接的电源转换器，即检测基波正序分量的电网电压不平衡和扭曲的条件下。明确地,提出了一种积极的基于一种新的序列检测器双同步坐标系的解耦锁相环（双dq–PLL），完全消除了检测误差传统的同步参考框架（SRF–锁相环PLL）。(This paper deals with an important aspect in the control of grid connected power converters, that is, detecting the fundamental positive sequence components of the grid under unbalanced and distorted voltage conditions. Clearly, a positive decoupling PLL a new sequence detector based on dual synchronous coordinate system (double DQ - PLL), the complete elimination of the traditional synchronous reference frame detection error (SRF - PLL PLL).)

文件列表：

DDSRF-PLL\04118328.pdf
DDSRF-PLL\DSOGI_PLL5.slx
DDSRF-PLL\DSOGI_PLL5_sfun.mexw64
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\binfo.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\chart2_37HJq7ul6oZHoheQzKF4oG.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\chart2_6YJwfNvUJNJfMtuaG09m4E.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\chart2_EOaImWSSAHlzhT98rgRuZG.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\chart2_fRB21DJlPtkPKo7C9QCPcH.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\chart2_Gf442gzXGqFkOxzTZl159G.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\chart2_N6rLyN0UgqqyrETIKE7IrC.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info\chart2_rWQ0vVgHif3405IgEP7XtD.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\c2_DSOGI_PLL5.c
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\c2_DSOGI_PLL5.h
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\c2_dsogi_pll5.obj
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.bat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.c
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.def
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.exp
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.h
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.lib
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.lmk
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun.lmko
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\dsogi_pll5_sfun.obj
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun_debug_macros.h
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\DSOGI_PLL5_sfun_registry.c
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\dsogi_pll5_sfun_registry.obj
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\lccstub.obj
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\multiword_types.h
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\rtwtypes.h
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\rtwtypeschksum.mat
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src\sfun.map
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html\chart2_37HJq7ul6oZHoheQzKF4oG
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html\chart2_6YJwfNvUJNJfMtuaG09m4E
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html\chart2_EOaImWSSAHlzhT98rgRuZG
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html\chart2_fRB21DJlPtkPKo7C9QCPcH
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html\chart2_Gf442gzXGqFkOxzTZl159G
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html\chart2_N6rLyN0UgqqyrETIKE7IrC
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html\chart2_rWQ0vVgHif3405IgEP7XtD
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\html
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\info
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun\src
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self\sfun
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5\_self
DDSRF-PLL\slprj\_sfprj\DSOGI_PLL5
DDSRF-PLL\slprj\_sfprj
DDSRF-PLL\slprj
DDSRF-PLL