📄 berrayleighmatchedtimingerror.m
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function [ber] = BerRayleighMatchedTimingError(gammaB,pulseFilt,timingError,tSymbol)
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%
% function [ber] = BerRayleighMatchedTimingError(gammaB,pulseFilt,timingError,tSymbol,delay)
%
% This is just a utility function to compute the expected BER
% of a signal in Rayleigh with matched filter timing error in the receiver.
%
% pulseFilt = pulse shaping filter and matched filter coefficients. Assumed symmetrical
% gammaB = Eb/N0
% timingError = matched filter sampling error, given in the number of samples
% tSymbol = number of samples per symbol
% delay = group delay of the pulse filter/matched filter. Assumed identical for both filters.
% Given in the number of symbols of delay, not number of samples.
%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Compute alpha, the signal power attenuation due to timing mismatch
alpha = (pulseFilt((1+timingError):length(pulseFilt))*pulseFilt(1:(length(pulseFilt)-timingError))')^2;
% Compute ISI
% Compute ISI
isi1 = ((pulseFilt(1:(length(pulseFilt) + timingError - tSymbol))*...
pulseFilt((1 + tSymbol - timingError):length(pulseFilt))'));
% Compute new ber, based on numeric evaluation of integrating Q-function over Rayleigh
ber = 0.25*(2-sqrt(((alpha+isi1)^2)*gammaB/(1+((alpha+isi1)^2)*gammaB)) ... -sqrt(((alpha-isi1)^2)*gammaB/(1+((alpha-isi1)^2)*gammaB)));
return
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