563489578934

01.05.2017 Views

470 Random Processes and Spectral Analysis Chap. 6 r(t)=s(t)+n(t) A Integrator Reset r 0 (t) B Sample and hold Output C Integrator resets to zero initial condition at clocking time. D Clocking signal (bit sync) Waveform at A (input signal and noise) Waveform at B Waveform at C (output ) Waveform at D (clock) Figure 6–17 T Integrate-and-dump realization of a matched filter. r(t)=s(t)+n(t) Integrator t 0 [r(t)s(t)]dt t 0 -T r 0 (t 0 ) s(t) (Known signal) Reference input Figure 6–18 Matched-filter realization by correlation processing.

470<br />

Random Processes and Spectral Analysis Chap. 6<br />

r(t)=s(t)+n(t)<br />

A<br />

Integrator<br />

Reset<br />

r 0 (t)<br />

B<br />

Sample<br />

and hold<br />

Output<br />

C<br />

Integrator resets to<br />

zero initial condition at<br />

clocking time.<br />

D<br />

Clocking signal<br />

(bit sync)<br />

Waveform at A<br />

(input signal<br />

and noise)<br />

Waveform at B<br />

Waveform at C<br />

(output )<br />

Waveform at D<br />

(clock)<br />

Figure 6–17<br />

T<br />

Integrate-and-dump realization of a matched filter.<br />

r(t)=s(t)+n(t)<br />

Integrator<br />

t 0<br />

[r(t)s(t)]dt<br />

t 0 -T<br />

r 0 (t 0 )<br />

s(t)<br />

(Known signal)<br />

Reference input<br />

Figure 6–18<br />

Matched-filter realization by correlation processing.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!