📄 kal_mud.asv
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function kal_mud()
%
%2005.12.11
%加载数据
load goldseq;
load bs;
%gold码归一化
goldseq = (1/sqrt(31))*goldseq;
%期望用户扩频序列
s1=goldseq(1,:)';
s2=goldseq(2,:)';
s3=goldseq(3,:)';
s4=goldseq(4,:)';
s5=goldseq(5,:)';
s6=goldseq(6,:)';
W=gram_schmidt(s1);
C=W(:,2:31);
A2=10;
A3=10;
A4=10;
A5=10;
A6=10;
N=length(s1);
w=s1;
u=10^-4;
r1=goldseq(1,:)'*b(1,:);
r2=goldseq(2,:)'*b(2,:);
r3=goldseq(3,:)'*b(3,:);
r4=goldseq(4,:)'*b(4,:);
r5=goldseq(5,:)'*b(5,:);
r6=goldseq(6,:)'*b(6,:);
r=r1+A2*r2+A3*r3+A4*r4+A5*r5+A6*r6;
%r=r1+r2+r3+r4+r5+r6;
SNR=20;
r=awgn(r,SNR);
K=eye(N-1);
for i=1:1000
y=s1'*r(:,i);
d'=r(:,i)'*C;
min=(w'*r(:,i))^2;
g=K*d*((d'*K*d+min)^-1)
K=K-g*d'*K;
w1=w1+g*(y-d'*w1))
w=s1-C*w1;
x(:,i)=r(:,i);
y(i)=w'*x(:,i);
w=w-u*(y(i)^2-1)*y(i)*x(:,i);
%n=w'*s2+w'*s3+w'*s4+w'*s5+w'*s6+0.1*norm(w);
n=(A2*w'*s2)^2+(A3*w'*s3)^2+(A4*w'*s4)^2+(A5*w'*s5)^2+(A6*w'*s6)^2+w'*0.01*w;
%n=(w'*s2)^2+(w'*s3)^2+(w'*s4)^2+(w'*s5)^2+(w'*s6)^2+0.1*norm(w);
SINR(i)=((w'*s1)^2)/n;
%SINR(i)=((w'*s1)^2)/(var(w'*X));
end
i=1:1000;
plot(i,10*log10(SINR));
xlabel('迭代次数');
ylabel('信号干扰噪声比SINR(dB)');
title('CMA多用户检测');
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