代码搜索:Realization

找到约 607 项符合「Realization」的源代码

代码结果 607
www.eeworm.com/read/424063/10499570

m dbalreal.m

function [ab,bb,cb,m,T] = dbalreal(a,b,c) %DBALREAL Discrete balanced state-space realization and model reduction. % [Ab,Bb,Cb] = DBALREAL(A,B,C) returns a balanced state-space % realization of t
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m balreal.m

function [ab,bb,cb,g,t] = balreal(a,b,c) %BALREAL Balanced state-space realization and model reduction. % [Ab,Bb,Cb] = BALREAL(A,B,C) returns a balanced state-space % realization of the system (A
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c ccan2.c

/* ccan2.c - circular buffer implementation of canonical realization */ void wrap2(); /* defined in Section \ref{hardware.sec} */ double ccan2(M, a, b, w, q, x) double *a, *b,
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c ccas.c

/* ccas.c - circular buffer implementation of cascade realization */ double csos(); /* circular-buffer version of single SOS */ double ccas(K, A, B, W, P, x) int K; double *
www.eeworm.com/read/159946/10585019

c ccan2.c

/* ccan2.c - circular buffer implementation of canonical realization */ void wrap2(); /* defined in Section \ref{hardware.sec} */ double ccan2(M, a, b, w, q, x) double *a, *b,
www.eeworm.com/read/159946/10585223

c ccas.c

/* ccas.c - circular buffer implementation of cascade realization */ double csos(); /* circular-buffer version of single SOS */ double ccas(K, A, B, W, P, x) int K; double *
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m program_11_4.m

% Program 11_4 % Illustration of Lowpass Filtering % Using the Cascade Realization % k = 1:51; w1 = 0.8*pi;w2 = 0.1*pi; A = 1.5;B = 2.0; x1 = A*cos(w1*(k-1)); x2 = B*cos(w2*(k-1)); x = x1+x2;
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m program_11_3.m

% Program 11_3 % Illustration of Cascade Realization of IIR Filters % and Structure Verification % format long x = [1 zeros(1,6)]; b1 = 0.0662272*[1 1]; a1 = [1 -0.2593284]; y1 = filter(b1,a1,
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m program_08_03.m

% Program 8_3 % Illustration of Cascade Realization of IIR Filters % and Structure Verification % format long x = [1 zeros(1,6)]; b1 = 0.0662272*[1 1]; a1 = [1 -0.2593284]; y1 = filter(b1,a1,x
www.eeworm.com/read/199778/7823038

m program_08_04.m

% Program 8_4 % Illustration of Lowpass Filtering % Using the Cascade Realization % k = 1:51; w1 = 0.8*pi;w2 = 0.1*pi; A = 1.5;B = 2.0; x1 = A*cos(w1*(k-1)); x2 = B*cos(w2*(k-1)); x = x1+x2;