Line coding - NTNU
Line coding - NTNU
Line coding - NTNU
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De<strong>coding</strong> of partial response<br />
? c k - c k-1 <br />
c k - c k-1 <br />
c k - c k-1 <br />
c k-1 <br />
c k-1 <br />
Digital Communication, <strong>Line</strong> codes and scrambling<br />
IET, <strong>NTNU</strong><br />
27<br />
Pre<strong>coding</strong> of partial response (duobinary)<br />
Precoder<br />
Convert to<br />
bipolar<br />
b k = 0,1 d k = 0,1<br />
<br />
0 to -1<br />
c k = ±1 a k ˆ<br />
+<br />
1 to +1<br />
z -1 z -1<br />
Digital Communication, <strong>Line</strong> codes and scrambling<br />
Duobinary <br />
<strong>coding</strong><br />
b k<br />
= 0 d k<br />
= d k1<br />
c k<br />
= c k1<br />
a k<br />
= c k<br />
+ c k1<br />
=±2 b ˆ<br />
k<br />
= 0<br />
b k<br />
=1 d k<br />
d k1<br />
c k<br />
c k1<br />
a k<br />
= c k<br />
+ c k1<br />
= 0 b ˆ<br />
k<br />
=1<br />
3-level<br />
decision<br />
De<strong>coding</strong> depends only on current received signal sample ):<br />
no error propagation.<br />
Pre<strong>coding</strong> may be used also for modified duobinary and dicode.<br />
IET, <strong>NTNU</strong><br />
b k<br />
28