From: Mike Jenkins ([email protected])
Date: Fri Mar 30 2001 - 19:15:25 PST
It's not two points. It's an infinite sequence of samples T/2
apart. That is, Nyquist's theorem is about steady state. This
infinite sequence of evenly spaced samples unambiguously identifies
a signal if the signal has all components below 1/T in frequency.
Try finding more than one sinewave through the points
A*sin(2*pi*F*n*T/2) where F < 2/T and n=1,2,3,....
Hope that helps.
> DEAR SI list subscribers,
> Can any one explain to me how you can recover a
> periodic signal form only 2 samples. I can understand
> the math but I am having difficulty visualizing this.
> Draw me any 2 points in the time domain and I can make
> endless number of periodic signal go through them?
> I know I am missing a key point but I can quite put my
> finger on it.
> Your input is very well appreciated.
-- ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Mike Jenkins Phone: 408.433.7901 _____ LSI Logic Corp, ms/G715 Fax: 408.433.7495 LSI|LOGIC| (R) 1525 McCarthy Blvd. mailto:[email protected] | | Milpitas, CA 95035 http://www.lsilogic.com |_____| ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
**** To unsubscribe from si-list or si-list-digest: send e-mail to [email protected] In the BODY of message put: UNSUBSCRIBE si-list or UNSUBSCRIBE si-list-digest, for more help, put HELP. si-list archives are accessible at http://www.qsl.net/wb6tpu ****
This archive was generated by hypermail 2b29 : Thu Jun 21 2001 - 10:11:23 PDT