• Search
  • Register
  • Log in
  • The Math Root » Matlab
  • MS THESIS
  •  
    User has not uploaded an avatar

    This is code for parallel interference cancelltion in ds cdma using matrix algebraic approach.
    Please check the code and let me know if iam doin any mistake . Also I need to apply slow and fast rayleigh fading in this model.

    The rcd signal is R = SAB + N
    where R,S,A,B are matrices
    The matlab code is given below :
    close all
    clear all;
    clc;
    warning off all

    K = 27; %No. of users
    Navg = 1e3; %No. of repititions
    snr = 5:1:25; %SNR RANGE

    Sv = (10.^(-snr/10)); %Noise variance in different SNR
    A = eye(K); %input power
    %Get signature sequences
    load GS31;
    S = GS31(1:K,;
    S= S';
    Lc = length(S(:,1));
    Sn= S./sqrt(Lc); %Normalize energy of signature waveforms
    R = Sn'*Sn; % Calculate correlation matrix

    corr=(R-eye(size(R)));

    h = waitbar(0,'WAIT...');
    for t = 1:Navg
    waitbar(t/Navg);
    for j = 1:length(snr)
    noise =(Sv(j))^.5*randn(Lc,1);
    b=2*(randint(K,1)-0.5);
    BT=Sn*A*b;
    r=awgn(BT,snr(j));
    % r=BT+noise;
    y = Sn'*r;

    ysdec = inv(R)*Sn'*r;

    YMF = sign(y);
    YDEC= sign(ysdec);
    novector(1:K) = Sv(j);
    sigma2= diag(novector);

    t1=R+sigma2;
    ysmmse = (inv ( t1 ))* y;
    YMMSE= sign(ysmmse);

    %%CPIC

    yinit=zeros(K,1);
    ypic1= (Sn'*r) + yinit ;
    YPIC1 = sign(ypic1);

    yinit2=ypic1;
    ypic2=(Sn'*r) - ( corr*A*yinit2 );
    YPIC2 = sign(ypic2);

    yinit3=ypic2;
    ypic3=(Sn'*r) - ( corr*A*yinit3 );
    YPIC3 = sign(ypic3);

    yinit4= ypic3;
    ypic4=(Sn'*r) - ( corr*A*yinit4 );
    YPIC4 = sign(ypic4);

    yinit5= ypic4;
    ypic5=(Sn'*r) - ( corr*A*yinit5 );
    YPIC5 = sign(ypic5);

    yinit6=ypic5;
    ypic6=(Sn'*r) - ( corr*A*yinit6 );
    YPIC6 = sign(ypic6);

    yinit7=ypic6;
    ypic7=(Sn'*r) - ( corr*A*yinit7 );
    YPIC7 = sign(ypic7);

    yinit8=ypic7;
    ypic8=(Sn'*r) - ( corr*A*yinit8 );
    YPIC8 = sign(ypic8);

    ERMF(j)= length(find (YMF ~= b))/K;
    ERDEC(j)= length(find (YDEC ~= b))/K;
    ERMMSE(j)= length(find (YMMSE ~= b))/K;
    ERPIC1(j)= length(find (YPIC1 ~= b))/K;
    ERPIC2(j)= length(find (YPIC2 ~= b))/K;
    ERPIC3(j)= length(find (YPIC3 ~= b))/K;
    ERPIC4(j)= length(find (YPIC4 ~= b))/K;
    ERPIC5(j)= length(find (YPIC5 ~= b))/K;
    ERPIC6(j)= length(find (YPIC6 ~= b))/K;
    ERPIC7(j)= length(find (YPIC7 ~= b))/K;
    ERPIC8(j)= length(find (YPIC8 ~= b))/K;
    end
    EERMF(t,=ERMF;
    EERDEC(t,=ERDEC;
    EERMMSE(t,=ERMMSE;
    EERPIC1(t,=ERPIC1;
    EERPIC2(t,=ERPIC2;
    EERPIC3(t,=ERPIC3;
    EERPIC4(t,=ERPIC4;
    EERPIC5(t,=ERPIC5;
    EERPIC6(t,=ERPIC6;
    EERPIC7(t,=ERPIC7;
    EERPIC8(t,=ERPIC8;
    end

    BERMF = smooth(mean(EERMF,1));
    BERDEC = smooth(mean(EERDEC,1));
    BERMMSE = smooth(mean(EERMMSE,1));
    BERPIC1 = smooth(mean(EERPIC1,1));
    BERPIC2 = smooth(mean(EERPIC2,1));
    BERPIC3 = smooth(mean(EERPIC3,1));
    BERPIC4 = smooth(mean(EERPIC4,1));
    BERPIC5 = smooth(mean(EERPIC5,1));
    BERPIC6 = smooth(mean(EERPIC6,1));
    BERPIC7 = smooth(mean(EERPIC7,1));
    BERPIC8 = smooth(mean(EERPIC8,1));

    semilogy(snr,BERMF,'k*-',snr,BERPIC1,'m^-',snr,BERPIC2,'rs-',snr,BERPIC3,'yo-',snr,BERPIC4,'k<-',snr,BERPIC5,'c^-',snr,BERPIC6,'y^-',snr,BERPIC7,'r>-',snr,BERPIC8,'bs-',snr,BERDEC,'g*-',snr,BERMMSE,'go-');
    grid on
    xlabel('SNR')
    ylabel('Average BER')
    legend('MF','Stage1','Stage2','Stage3','Stage4','Stage5','Stage6','Stage7','Stage8','DECOR','MMSE')
    title('BER vs SNR--Conventional PIC-25 Users -AWGN Channel')
    close(h)

    Added after 1 minutes:

    Dear all,

    The : ) got replaced by a smiley.

    I need urgent help regarding fading
    thanks in advance

    #18
    cool_breeze
    Member
    Posted 7 months ago
     
    User has not uploaded an avatar

    PLEASE HELP

    #19
    cool_breeze
    Member
    Posted 7 months ago
    RSS feed for this topic  

    Reply

    You must log in to post.

     © 2009 Anil Kandangath. All posts are owned by the whoever posted them. Share your knowledge.
    The Math Root is proudly powered by bbPress.. This site is not affiliated with The MathWorks™ or Wolfram Research. //   Theme by Mike Lothar  
    [ Time : 0.091s | 10 Queries ]