ASN10 - Quadrature sampling demonstration: Difference between revisions
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Assignment was actually done in class by professor. | Assignment was actually done in class by professor. | ||
In Octave we were to plot <math> | In Octave we were to plot <math> \frac{2}{T} \sum_{n=1}^\infty sin\bigg(\frac{2 \pi nt}{T}\bigg) \!</math><br><br> | ||
Classmate [[Max Woesner ]] has also demonstrated it as shown below with similar code. | Classmate [[Max Woesner ]] has also demonstrated it as shown below with similar code. | ||
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ylabel('Sampling Waveform') | ylabel('Sampling Waveform') | ||
</pre><br> | </pre><br> | ||
[[Image:Quadrature sampling.jpg]]<br> | [[Image:Quadrature sampling.jpg]]<br> | ||
Revision as of 12:22, 3 December 2009
Assignment was actually done in class by professor.
In Octave we were to plot
Classmate Max Woesner has also demonstrated it as shown below with similar code.
clear all;
close all;
sum = 0;
T = 1;
t = -T:0.0001:T;
N = 1000;
for n = 1:N;
if n==0
h = 0;
else
h = 2/T;
end
sum = sum+h*sin(2*pi*n*t/T);
end
plot(t,sum)
title('Quadrature Sampling Waveform')
xlabel('time(T)')
ylabel('Sampling Waveform')
