Title :
Generalized Data-Aided Equalizers
Author :
Lee, Inseop ; Jenkins, W. Kenneth
Author_Institution :
Agere Syst. Inc., Allentown, PA
Abstract :
The generalized data-aided equalizer (GDAE) is a hybrid structure that combines attractive features of the adaptive canceller-equalizer (ACE) and the decision-feedback equalizer (DFE) structures. With limited hardware complexity, generally speaking, the performance of a data-aided equalizer depends on the channel impulse response. Because the structure of an ACE or DFE is fixed, it is not feasible to reconfigure either structure according to the channel response. However, with the GDAE and an appropriate optimization scheme, it is possible to adjust the structure to obtain the best performance. The basic idea of the GDAE is to apply an additional adaptive system to select the best filter structure for a given channel characteristics. This is possible by using a feedback filter bank. This filter bank decouples the decision feedback so that the feedback can eliminate any ISI components.
Keywords :
adaptive equalisers; adaptive filters; channel bank filters; circuit complexity; circuit feedback; decision feedback equalisers; interference suppression; intersymbol interference; transient response; ISI components elimination; adaptive canceller-equalizer; adaptive system; channel impulse response; decision-feedback equalizer structures; feedback filter bank; filter structure; generalized data-aided equalizers; hybrid structure; limited hardware complexity; optimization scheme; Adaptive systems; Channel bank filters; Decision feedback equalizers; Degradation; Delay; Filter bank; Hardware; Intersymbol interference; Optimization methods; Output feedback;
Conference_Titel :
Circuits and Systems, 2006. MWSCAS '06. 49th IEEE International Midwest Symposium on
Conference_Location :
San Juan
Print_ISBN :
1-4244-0172-0
Electronic_ISBN :
1548-3746
DOI :
10.1109/MWSCAS.2006.382273