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syms omega phi A t | |
v = A*cos(omega*t+phi); | |
v1 = subs(v, {A,omega,phi}, {100,120*pi,0}); | |
tn = (0:0.01:1)/60; | |
subs(v1,t,tn) | |
%% | |
% *Part 4* | |
% | |
syms wt t ak k | |
N = 10; | |
T0 = 2; | |
ak = sin(k)/k; | |
wt = fouriersynth(ak, N, T0); | |
ezplot(wt, [-T0,T0]) | |
axis tight | |
%% Higher values of N | |
N = 100; | |
wt = fouriersynth(ak, N, T0); | |
ezplot(wt, [-T0,T0]) | |
%% Even Higher Values of N=1000 | |
N = 1000; | |
wt = fouriersynth(ak, N, T0); | |
ezplot(wt, [-T0,T0]) | |
%% 4.2 | |
syms t xt XNt ak wwk k omega | |
T0 = 6; | |
xt = sin(2*pi*t/T0); | |
wwk = exp(-j*(2*pi*k/T0)*t) | |
ak = (1/T0)*int( xt*wwk, t, 0, T0/2) | |
ak = simple( ak ) | |
N = 90; | |
xNt = fouriersynth( ak, N, T0); | |
ezplot(xNt, [-T0/2,2*T0]); grid on | |
%% Higher values of N | |
N = 90; | |
xNt = fouriersynth( ak, N, T0); | |
ezplot(xNt, [-T0/2,2*T0]); grid on |
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