Homework8_solutions_v2 - HOMBNOHF g golUkaS . .. .. . . ....

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Unformatted text preview: HOMBNOHF g golUkaS . .. .. . . . Z¥mmspedm ' . ' Arse, «(at act/fig r-au jgmira ’ “ 5‘ _ 7953:4424" 76.662663 4': 5'.“(nUJ-J’é flan)? . .. ' -- . 4,5430... .. fégmérlga I .... . .. .. has: :r‘itf??x(éjs'c*n(hwaifggéf'srnflnéflf g _ _ ._‘___'_‘ C? d jg “ .. .....»"i..mméfléfvg77’43356“) L 0 L) «06%).:giuzem =1§g33= :3: eat/8n} rm&*(.. . Ln? no sinafltrMS , an : _%#ga/z s" I %;£éfilf3 «)5 Mod d6 = ’1 {2: 1:95 (A, magi“ ._ . .1 ._ .. ma. . . . ... ‘I 3. / a“ "fiafl; " a}: find? .. .. . . 1: a . * .. #5” -...J '5 F95 :2; fix-ht??? 3 +fiz“"§"§‘ "' "“Ffl . _ W;— warT) r (a + £61 («osflonw'rj + 190' 1‘ 6+ fa mint/Jot + («9n Mwofli} {I}; [do 0:4F’1-4’H‘Jx9. ¢kon541 PKG. $4 of? 'IM ff h hfipf-Lyq {I 5h by T Nddfiys by (\wa [52a céw‘» Clearlfi Clo 3'1 = "5:5;' %D_n={exp{i2*pi*1j*n)—1+(1j*2*pi*n))./(74*piA2*n.*2); D_n = j./{A2*n*pi); D n(n:=0}:0.5; %% add in Ehe DHO term manually %% reconstruction tzlinspace{0,l,512); x:zeros(size(t)): for ii=1:length(n) x=x+D_n(ii).*exp(j*2*pi*n(ii)*t); end plot(t,rea1(x)) % n = 720:20; % D_n = (liexp(w2*pi*lj*n}./(2*pi*1j*nl}i figure, subplot (2,1,1); stem(n,abs(Dfln),‘:’); Xlabel(=- );y1abel( :Tmr ‘); subplot (2,1,2); stem(n,angle(D_n),‘E'); xlabe1(:;‘);ylabel(‘=a-w3r - ~ 5 v }; a: 0‘4 0‘2 mob" I “on-on -20 -15 .10 ‘5 o 5 1o 15 20 ' n . . ~r—-"-‘ .0000OII000000II I I I .__._._.J o 5 IO 15 20 QQEQQ§£§$—F-L9L°° u u n’ehfWbberem—Iaqui}Elegfléggwi{03 [bflwmwaemmap $9.3WmfiawwfiawamawawEaéwfiflékgmmmwfimfifiw V99mg3¢o9%mfiw$gégg¢é®e¢99\k¢méfi ...
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This note was uploaded on 12/14/2011 for the course BME 343 taught by Professor Emelianov during the Spring '09 term at University of Texas at Austin.

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Homework8_solutions_v2 - HOMBNOHF g golUkaS . .. .. . . ....

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