DSSS_Matlab程序.zip_despread_扩频码_直接序列 扩频_解扩MATLAB

%本程序仿真GOLD码的产生 %两个n=6的m序列，其本原多项式分别为 %f(x) = x^6 + x + 1; %g(x) = x^6 + x^5 + x^2 + x + 1; %合成串行型特征多项式为：h(x) = x^12 + x^11 + x^8 + x^6 + x^5 + x^3 + 1; clc; clear; a = [1 0 0 0 0 1 ]; %103 b = [1 1 0 0 1 1 ]; %147 c = [1 1 0 0 1 0 1 1 0 1 0 0]; %14551 %对抽头系数进行翻转 for j = 1:6 link_a(j) = a(7-j); end; for j = 1:6 link_b(j) = b(7-j); end; for j = 1:12 link_c(j) = c(13-j); end; %产生串联gold码 z(1,2:12)=zeros(1,11); z(1,1) = 1; for i=1:125 z(i+1,1) = mod(sum(and(z(i,:),link_c)),2); for j=1:11 z(i+1, j+1)=z(i, j); end; end; serial_gold_one = z(:,12)'; %初始状态为000000000001,高位在前 clear z; z(1,3:12)=zeros(1,10); z(1,1) = 1; z(1,2) = 1; for i=1:125 z(i+1,1) = mod(sum(and(z(i,:),link_c)),2); for j=1:11 z(i+1, j+1)=z(i, j); end; end; serial_gold_two = z(:,12)'; %初始状态为000000000011,高位在前 figure; subplot(2,1,1); stem(serial_gold_one,'b'); subplot(2,1,2); stem(serial_gold_two,'r'); %求出2个63位的m序列 x(1,1:5)=zeros(1,5); x(1,6) = 1; for i=1:62 x(i+1,1) = mod(sum(and(x(i,:),link_a)),2); for j=1:5 x(i+1, j+1)=x(i, j); end; end; pn_a = x(:,6)'; y(1,1:5)=zeros(1,5); y(1,6) = 1; for i=1:62 y(i+1,1) = mod(sum(and(y(i,:),link_b)),2); for j=1:5 y(i+1, j+1)=y(i, j); end; end; pn_b_1 = y(:,6)'; %初始状态为100000，高位在前 clear z; z(1,1:4)=zeros(1,4); z(1,5:6) = 1; for i=1:62 z(i+1,1) = mod(sum(and(z(i,:),link_b)),2); for j=1:5 z(i+1, j+1)=z(i, j); end; end; pn_b_2 = z(:,6)'; %初始状态为110000，高位在前 parallel_gold_one = xor(pn_a, pn_b_1); parallel_gold_two = xor(pn_a,pn_b_2); figure; subplot(2,1,1); stem(parallel_gold_one); subplot(2,1,2); stem(parallel_gold_two);