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Sampling the signal at a frequency that is a rational multiple of the frequency of the signal will result in a periodic Discrete Time signal. Sampling the signal at a frequency that is not a rational multiple of the frequency of the signal will result in a non-periodic Discrete Time signal. | Sampling the signal at a frequency that is a rational multiple of the frequency of the signal will result in a periodic Discrete Time signal. Sampling the signal at a frequency that is not a rational multiple of the frequency of the signal will result in a non-periodic Discrete Time signal. | ||
| − | My all time favorite periodic signal- Sin(t) | + | My all time favorite CT periodic signal- Sin(t) |
<pre> | <pre> | ||
t = 0:0.02:10; | t = 0:0.02:10; | ||
Revision as of 11:55, 12 September 2008
Part 1
Periodic signal Sampling the signal at a frequency that is a rational multiple of the frequency of the signal will result in a periodic Discrete Time signal. Sampling the signal at a frequency that is not a rational multiple of the frequency of the signal will result in a non-periodic Discrete Time signal.
My all time favorite CT periodic signal- Sin(t)
t = 0:0.02:10; x = sin(t); plot(t,x) grid on
Periodic signal turned Non-Periodic
Part 2
Non-Periodic Signal File:NP Non-Periodic Signal turned Periodic Y=X File:NPTP
