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本帖最后由 mytomorrow 于 2020-1-13 10:21 编辑
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+ @$ d Y9 _/ P2 ~* X常用离散时间序列的Matlab产生:https://www.eda365.com/thread-271002-1-1.html
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上篇文章介绍了例如单位样值序列、单位阶跃序列产生的脚本以及函数,这篇博文利用到的函数,将直接贴过来:' @# ^0 v9 _& E$ P" ~3 ~2 i/ }# }
$ O; t" @$ ~. d单位样值序列:
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- function [x,n]=delta(n0,n1,n2);
- % generate x(n) = delta(n - n0); n1 <= n <= n2
- %_____________________________________________
- %[x,n] = delta(n0, n1, n2);
- %
- n = [n1:n2];
- x = [(n-n0) == 0];
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单位阶跃序列:; b4 J* [1 k0 a
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& h) F% N3 \0 I/ }+ L! C- function [x,n]=stepseq(n0,n1,n2);
- % generate x(n) = u(n - n0); n1 <= n <= n2
- %_____________________________________________
- %[x,n] = stepseq(n0, n1, n2);
- %
- n = [n1:n2];
- x = [(n-n0) >= 0];
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" t4 }+ W( a _这篇文章给出几个序列,请使用脚本实现:$ ^9 ^: \, W. X
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例1:; m; |6 j' k: U" o( `# F5 Z& ~1 e
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, G& W; X, J( D( ^2 t2 m5 v- clc
- clear
- close all
- n = [-5:5];
- x = 2*delta(-2,-5,5)-delta(4,-5,5);
- stem(n,x);
- xlabel('n');ylabel('x(n)');
- ylim([-2,3]);
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0 i$ H: W+ ?- D$ ^: P9 }运行即可得到结果:
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例2:
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- clc
- clear
- close all
- n = [0:20];
- x1 = n.*(stepseq(0,0,20) - stepseq(10,0,20));
- x2 = 10*exp(-0.3*(n-10)).*(stepseq(10,0,20) - stepseq(20,0,20));
- x = x1+x2;
- stem(n,x);
- xlabel('n');ylabel('x(n)');
- ylim([-1,10]);
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例3:$ | P+ {" r4 m( A. b; Y" k/ C4 T
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其中,w(n)是均值为0,方差为1的高斯随机序列。
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- clc
- clear
- close all
- n = [0:50];
- x = cos(0.04 * pi * n) + 0.2*randn(size(n));
- stem(n,x);
- xlabel('n');ylabel('x(n)');* j7 A l0 {6 d/ t2 L
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& u7 T+ s1 J& o) n( M6 @& G例4:; k4 f! b" t L' c8 Q
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- clc
- clear
- close all
- n = [-10:9];
- x = [5,4,3,2,1];
- xtilde = x' * ones(1,4);
- xtilde = xtilde(:)';
- stem(n,xtilde);
- xlabel('n');ylabel('xtilde(n)');% A1 R. o6 R1 d% }' ?/ A+ C5 @+ l
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