📄 pdf.m
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%--------------------------------------------------------------------% pdf_sim.m ---------------------------------------------------------%% Program for the computation of probability density functions p(z).%%--------------------------------------------------------------------% p_z=pdf_sim(xi_t,z,PLOT)%--------------------------------------------------------------------% Explanation of the input parameters:%% xi_t: deterministic process or time-domain signal to be analysed % with respect to the probability density function p(z).% z: equidistant level vector% PLOT: plot of the resulting probability density function p(z), % if PLOT==1function [p_z,r]=pdf(sigma_1_2,sigma_2_2,z,rou,f_max,PLOT)f_c=sqrt(log(2))*f_max;if nargin==2, PLOT=0;endsigma_2=sigma_1_2+sigma_2_2;z=interp(z,15);a=(z.*z+rou^2)/(2*sigma_2);b=z/sigma_2;c=z*rou/sigma_2;p_z=b.*exp(-a).*besselj(0,c);r=z;% N_realr=N_realr/max(N_realr);if PLOT==1, plot(z,p_z) xlabel('r')% ylabel('p(z)')end
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