代码搜索：equalizer

找到约 546 项符合「equalizer」的源代码

代码结果 546
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c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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www.eeworm.com/read/373828/9433609

c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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www.eeworm.com/read/373828/9434408

c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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www.eeworm.com/read/162867/10262441

m eigen.m

%EIGEN Solves the eigenvalue problem in design of the unit-energy % constrained minimum mean-squared error time domain equalizer. % [B, W, D, MSE, R, Dv] = EIGEN(RXX, RYY, RXY, Dmin, Dmax, Nb,
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www.eeworm.com/read/352501/10546229

c graphiceq.c

//GraphicEQ.c Graphic Equalizer using TI floating-point FFT functions #include #include "GraphicEQcoeff.h" //time-domain FIR coefficients #define PI 3.14159265358979 #define PTS 2
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www.eeworm.com/read/198947/7902997

m eigen.m

%EIGEN Solves the eigenvalue problem in design of the unit-energy % constrained minimum mean-squared error time domain equalizer. % [B, W, D, MSE, R, Dv] = EIGEN(RXX, RYY, RXY, Dmin, Dmax, Nb,
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