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목차
2~8장 각 pdf파일로 구분되어 있습니다.
본문내용
1. Problem P2.1:
(a) x1 (n) = å10
m=0 (m+1)[d(n2m1)d(n2m)] ; 0 n 25.
clear; close all;
Hf_1 = figure(’Units’,’normalized’,’position’,[0.1,0.1,0.8,0.8],’color’,[0,0,0]);
set(Hf_1,’NumberTitle’,’off’,’Name’,’P2.1ac’);
%
% x1(n) = sum_{m=0}ˆ{10} (m+1)*[delta(n-2*m)-delta(n-2*m-1)]
n1 = [0:25]; x1 = zeros(1,length(n1));
for m = 0:10
x1 = x1 + (m+1)*(impseq(2*m,0,25) - impseq(2*m+1,0,25));
end
subplot(2,1,1); stem(n1,x1);
axis([min(n1)-1,max(n1)+1,min(x1)-2,max(x1)+2]);
xlabel(’n’); ylabel(’x1(n)’); title(’Sequence x1(n)’);
ntick = [n1(1):n1(length(n1))];
set(gca,’XTickMode’,’manual’,’XTick’,ntick,’FontSize’,10)
(a) x1 (n) = å10
m=0 (m+1)[d(n2m1)d(n2m)] ; 0 n 25.
clear; close all;
Hf_1 = figure(’Units’,’normalized’,’position’,[0.1,0.1,0.8,0.8],’color’,[0,0,0]);
set(Hf_1,’NumberTitle’,’off’,’Name’,’P2.1ac’);
%
% x1(n) = sum_{m=0}ˆ{10} (m+1)*[delta(n-2*m)-delta(n-2*m-1)]
n1 = [0:25]; x1 = zeros(1,length(n1));
for m = 0:10
x1 = x1 + (m+1)*(impseq(2*m,0,25) - impseq(2*m+1,0,25));
end
subplot(2,1,1); stem(n1,x1);
axis([min(n1)-1,max(n1)+1,min(x1)-2,max(x1)+2]);
xlabel(’n’); ylabel(’x1(n)’); title(’Sequence x1(n)’);
ntick = [n1(1):n1(length(n1))];
set(gca,’XTickMode’,’manual’,’XTick’,ntick,’FontSize’,10)
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