DSPRelated.com
Forums

Fractionally spaced equalizer

Started by Richard_K October 21, 2006
Is fractionally spaced equalizer (FSE) applicable to the linear adaptive
transversal filter? I noticed that most of the FSE is applied for the
decision feedback equalizer (non-linear). 

May I know what are the advantages of using FSE over symbol spaced
equalizer?

Thanks.

Richard_K wrote:

> Is fractionally spaced equalizer (FSE) applicable to the linear adaptive > transversal filter? I noticed that most of the FSE is applied for the > decision feedback equalizer (non-linear). > > May I know what are the advantages of using FSE over symbol spaced > equalizer?
My dear Richard K, Before bothering about the advanced concepts, you should learn the ABC basics first. The classic book of Proakis will help you. Vladimir Vassilevsky DSP and Mixed Signal Design Consultant http://www.abvolt.com
On Sat, 21 Oct 2006 10:04:34 -0500, "Richard_K" <ngyh80@hotmail.com>
wrote:

> >Is fractionally spaced equalizer (FSE) applicable to the linear adaptive >transversal filter? I noticed that most of the FSE is applied for the >decision feedback equalizer (non-linear). >
Interestingly FSE is only applicable to the FF (feed-forward) section of an equalizer and not the FB (feedback) section. The FB section of a DFE needs actual symbols and there are no fractional symbols so FB is a symbol rate filter.
>May I know what are the advantages of using FSE over symbol spaced >equalizer?
FSEs are usually more tolerant of sampling phase errors ie a symbol rate equalizer needs almost perfect sampling in the center of the eye for good performance but an FSE can do reasonably well without that requirement as it has more than one sample per symbol. But of course there is no free lunch and FSE has its own distinct problems specifically a tendency for tap wander. Also without being as curt as some other poster, I do also suggest that you get acquanted with the basics first from a couple of good books. Sayed's Adaptive filtering book is very good for these topics. Kal