📄 oddhkz_cem.m
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function Hk_z = oddHkz_CEM(Theta,M_ch,m)
% M_ch:
% m:
% Theta:
Num_lattice = floor(M_ch/2); % ����������
Theta = Theta(1:m*Num_lattice);
Theta = reshape(Theta,Num_lattice,[]);
[iRow,iCol] = size(Theta);
if((iRow ~= Num_lattice) || (iCol ~= m))
disp('Error Theta');
return;
end
syms w z;
Theta = sym(Theta);
pi = 4*atan(1);
P_puredelay = [pi/4 pi/2*ones(1,m-1)]; % ����ʱ��Ԫ�IJ���Ϊ��ʼ���IJ���
P_puredelay = sym(P_puredelay);
% ��1������Theta�õ�G_k(z)��G_Mk(z)
G_kpz = [cos(Theta(:,1)) zeros(Num_lattice,m-1)];
G_Mkpz = [sin(Theta(:,1)) zeros(Num_lattice,m-1)];
G_oddk = [cos(P_puredelay(1)) zeros(1,m-1)];
G_oddMk = [sin(P_puredelay(1)) zeros(1,m-1)];
j = sqrt(-1);
z = exp(2*M_ch*j*w);
for k=1:Num_lattice
for p=1:(m-1)
G_kpz(k,p+1) = G_kpz(k,p)*cos(Theta(k,p+1)) + z^(-1)*G_Mkpz(k,p)*sin(Theta(k,p+1));
G_Mkpz(k,p+1) = G_kpz(k,p)*sin(Theta(k,p+1)) - z^(-1)*G_Mkpz(k,p)*cos(Theta(k,p+1));
end
end
% ���Ϲ���Num_lattice����
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