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rank Fichu 2018-05-29 (È­) 20:55 Á¶È¸ : 1024
¸ÅÆ®·¦Àº ÀÏü ¹è¿î ÀûÀÌ ¾ø°í ±³¼ö´Ô²²¼­ ÀÌ ±¸¹®À» ÁÖ½Ã¸ç ¾Æ´Âµ¥±îÁö Çؼ®À» ÇØ¿À¶ó°í ÇϽʴϴÙ.
Ȥ½Ã Çؼ®ÀÌ µÇ½Å´Ù¸é ºÎŹµå¸³´Ï´Ù.
%corrX.m CrossCorrelation (Pig4.9)
clear all;
L = 200; % delay
M = 10; % pulse width
N = 1000; % # of data
n = 0:1 :N-1 ; % time index

f = [ones(1, M), zeros(1, N-M)] * 2;
fL = [zeros(1,L), f(1:N-L)];

w = randn(1,length (fL));
g = fL + w;

Rfg = xcorr (f, g);

subplot (2, 2, 1)
plot (n, w);
title('Noise Signal: f(n) ' );
axis ([0, N, -0.2, 2.2]);
ylabel('f(n)')

subplot(2, 2, 2)
plot(n, w);
title( 'Noise Signal: w(n)');
axis ( [0, N, -4, 4]);
ylabel('w(n)');

subplot (2, 2, 3)
plot (n, g);
title( 'Function: g(n) = f(n-100)+w(n)');
axis ([0, N, -4, 4]);
ylabel('g(n)');

subplot (2, 2, 4)
plot(n, Rfg (N: 2*N-1));
title( 'CrossCorrelation of f(n) &g (n)');
axis ([0, N, -20, 40]);
xlabel( 'Lag Index') ;
ylabel ('Rfg(1)');



±×¸®°í ±³¼ö´Ô²²¼­ ÁֽŴë·Î ÀÔ·ÂÀ» ÇÏ¿´´Âµ¥ 'dfs'Àº(´Â) Á¤ÀǵÇÁö ¾ÊÀº ÇÔ¼ö ¶Ç´Â º¯¼öÀÔ´Ï´Ù.¶ó°í ¿À·ù°¡ ³³´Ï´Ù 
¿Ö ¿À·ù°¡ ³ª´ÂÁö ±Ã±ÝÇÕ´Ï´Ù µµ¿ÍÁֽʽÿÀ! ºÎŹµå¸³´Ï´Ù. 
%DFS[Discrete Fourier Series] Example
clear all;
L = 5; N = 100;
xn = [ones(1,L), zeros(1,N-L)];

subplot (3,1,1);
plot(xn);
axis([0,N,-0.2,1.2]);
title( 'Gate Fcn: L = 5, N = 100');

Xk = dfs(xn,N);

subplot (3,1,2);
k0 = [0:1:N-1]; 
magXk0 = abs( Xk );
stem(k0,magXk0, 'b. ');
axis([0,N,-0.5,5.5 ]);
xlabel( 'k' );  ylabel( 'Fk' );
title ('DFS of Gate Fcn: L=5, N=100' );

subplot (3,1,3);
k = [-N/2:N/2];
magXk = abs([Xk(N/2+1:N) Xk(1:N/2+1)]);
stem(k,magXk, 'b. ');
axis([-N/2,N/2,-0.5,5.5]);
xlabel( 'k' ); ylabel( 'Fk' );
title( 'DFS of Gate Fcn: L=5, N=100');

function [Xk] = dfs(xn, N)
% Computes Discrete Fourier Series Coefficients
------------------------------------------------------
% [Xk] = dfs(xn, N)
% Xk = DFS coeff. array over 0 <= k <= N-1
% xn = one period of periodic Signal
                                       over 0 <= n <= N-1

% N Fundamental period of xn
%
n = [0:1:N-1]; % row vector for n
k = [0:1:N-1]; % row vecor for k
WN = exp(-j*2*pi/N);  %Wn factor

nk = n' *k;                    % creates a N by N matrix of nk
values
WNnk= WN .^ nk; % DFS matrix
Xk = xn * WNnk; % row vector for DFS
coefficients
¿äûÀÚ°¡ ÀÚ½ÅÀÇ 2000Æ÷ÀÎÆ®¸¦ °É¾ú½À´Ï´Ù. ´äº¯ÀÌ Ã¤ÅõǸé 1000Æ÷ÀÎÆ®¸¦ µå¸³´Ï´Ù.
´ñ±Û 5°³ ´ñ±Û¾²±â
ranklongueur 2018-05-29 (È­) 20:58
function [Xk] = dfs(xn, N)
ºÎÅÍ´Â dfs.m À̶ó´Â º°µµÀÇ ÆÄÀÏ·Î ÀúÀåÇϼ¼¿ä.
     
       
rankFichu ±Û¾´ÀÌ 2018-05-29 (È­) 20:59
Á¦°¡ ¸ÅÆ®·¦ °ÅÀÇ ÃÊÂ¥¶ó º°µµÀÇ ÆÄÀϵµ ÀúÀåÇ϶ó´Â ¸»ÀÌ ¹«½¼ ¶æÀÎÁö Àß ¸ð¸£°Ú½À´Ï´Ù.
ÀÚ¼¼ÇÑ ¼³¸í Á» ºÎŹµå¸³´Ï´Ù...
          
            
ranklongueur 2018-05-29 (È­) 21:00
±× ³»¿ëÀ» ÅؽºÆ® ÆÄÀÏ·Î ÀúÀåÇÏ½Ã°í ±× ÅؽºÆ® ÆÄÀÏ À̸§À» dfs.m À̶ó°í ÇÏ½Ã¸é µË´Ï´Ù.
MATLAB¿¡¼­ pwd ¸í·ÉÀ» ÃÆÀ» ¶§ ³ª¿À´Â Æú´õ¿¡ ±× ÆÄÀÏÀ» µÎ½Ã¸é ½ÇÇàµË´Ï´Ù.
               
                 
rankFichu ±Û¾´ÀÌ 2018-05-29 (È­) 23:34
Á˼ÛÇÏÁö¸¸ 1°³¸¸ ´õ ¹°¾îº¸°Ù½À´Ï´Ù ù¹ø° ±¸¹®À» ½ÇÇà½ÃÄÑ ±×·¡ÇÁ¸¦ È®ÀÎÇغ¸¸é ¸¶Áö¸· ÄÚ¸±·¹ÀÌ¼Ç ºÎºÐ¸¸ Á¦´ë·Î ¾È³ª¿Í¼­ Rfg ÇÔ¼ö°¡ Á¸ÀçÇÏ´ÂÁö exist¸¦ ½á¼­ °Ë»öÀ» Çß´õ´Ï 0 Áï ¾ø´Ù°í ³ª¿É´Ï´Ù Ȥ½Ã ÇÔ¼ö Ãß°¡ ÇÏ´Â ¹æ¹ýÀ» ¾Æ½Å´Ù¸é µµ¿ò ºÎŹµå¸³´Ï´Ù.
(°Ë»öâ¿¡ °Ë»öÀ» Çصµ Àß ³ª¿ÀÁö ¾Ê¾Æ¼­ ±×·´´Ï´Ù.)
                    
                      
ranklongueur 2018-05-30 (¼ö) 06:15
Rfg´Â ÇÔ¼ö°¡ ¾Æ´Ï°í ¹è¿­ÀÔ´Ï´Ù.
Rfg = xcorr (f, g);
ÀÌ°É ½ÇÇà½ÃÅ°¸é xcorrÀÇ °á°ú¸¦ ÀúÀåÇÑ ¹è¿­ÀÌÁÒ.
°á°ú°¡ Àß ¾È ³ª¿Â´Ù¸é
plot(n, Rfg (N:(2*N-1)));
ÀÌ·¸°Ô °ýÈ£¶óµµ ´õ ³Ö¾î¼­ ¸íÈ®ÇÏ°Ô Çغ¸¼¼¿ä.

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