plot of BER for QPSK modulated DWT and IDWT code

3 visualizaciones (últimos 30 días)
ABDUL
ABDUL el 24 de Sept. de 2020
dear all i am working on PSK modulated OFDM system by using DWT and IDWT. i am not able to get the proper graph of the BER of the QPSK modulated OFDM System. i request to rectify my mistake in obtaining the correct graph of PSK modulated OFDM System
M = 4; % QPSK signal constellatio
N = 64; % number of subcarriers
fft_size = N; % have 128 data poexitint
fspacing=15000;
fs=15000*fft_size;
Ts = 1/fs; % Sampling period of channel
Fd = 0; % Max Doppler frequency shift
nbits = 100;
nDWTsym = ceil(nbits/N) ;% number of symbols for DWT system
nsym = nbits;
snr = 0:8;
% nSymDWT=ceil(nbits/N);% number of symbols for DWT system
% ------------------%
% TRANSMITTER
% ------------------%
data_source=randsrc(1, fft_size*(nsym-2), 0:M-1); %the data source
% qpsk_mod=pskmod(sp(:,i-1),M);
% qpsk_mod=pskmod(data_source,M);
sp = reshape(data_source,fft_size,nsym-2).';% s/p
% sp = reshape(qpsk_mod , fft_size, nsym-2);% s/p
[rdwt,cdwt] = size (sp);
tx_dwt= [];
for i=2:nsym-1
for uu=1:cdwt
qpsk_mod=pskmod(sp,M);
DATADWT=qpsk_mod;
% DATADWT = serial_to_paralle.';
AC = DATADWT(1:rdwt/2,uu); %% approximation coefficients
DC = DATADWT(rdwt/2+1:rdwt,uu); %% detailed (wavelet) coefficients
IDWT=idwt(AC,DC,'haar'); % IDWT process
TXDWT(:,uu)= IDWT; % transmitted data for DWT
end
%%% parallel to serial =======> to the channel
ps1 = reshape( TXDWT,1,[]);
end
no_of_error_dwt=[];
ratio_dwt=[];
for ii=1:length(snr)
rx_dwt= [];
ntDWT1 = 1/sqrt(2)*[randn(1,length(ps1))+j*randn(1,length(ps1))];
%%% the transmitted signal is corrupted with addtive noise
ytDWT = ps1 + 10^(-snr(ii)/20)*ntDWT1; %%receive signal DWT
rx_signal_matrix_dwt = reshape(ps1,rdwt,cdwt);
[~, c] = size(rx_signal_matrix_dwt);
con_dwt=reshape( ytDWT, size(TXDWT,1), size(TXDWT,2));
% con_dwt=rx_signal;
for zz=1:rdwt
[DWT,cd]=dwt(con_dwt(zz,:),'haar');%% DWT
RXDWT(zz,:)=[DWT cd];% recieved data for DWT
end
%%% parallel to serial
RXDWT1 = reshape(RXDWT.',1,[]);% at DWT
% equalizer_dwt=RXDWT1./G(j,:);
% end
qpsk_demod=pskdemod(RXDWT1,M);
% counting the errors and ratio
[nDWT,nDWT]=biterr(data_source, qpsk_demod);
simBerDWT(ii)=nDWT;%% DWT system
end
figure (1)
semilogy(snr,simBerDWT,'mx-','LineWidth',2);
axis([0 8 10^-6 1]); grid on
legend( 'simulation for DWT(Haar)');
xlabel('SNR, dB') ; ylabel('Bit Error Rate')
title('BER for qpsk using DWT based ofdm ')

Respuestas (0)

Categorías

Más información sobre Discrete Multiresolution Analysis en Help Center y File Exchange.

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by