Bell System Technical Journal · 1981 · 291 citations · 7 references
EngineeringCommunicationElectrical EngineeringAnalog ElectronicsDigital CommunicationVariable Rate TechnologyCommunication Delay CompensationDigital Signal ProcessingDistortion AnalysisAdaptive EqualizationAmplitude DistortionBit Error RateBit-error Rate AnalysisDistortion CompensationEqualizationSignal-to-noise RatioSignal-to-noise Ratio Improvement
Fractionally‑spaced equalizers (FSEs) adaptively realize the optimum linear receiver, compensating severe delay distortion without aliasing and allowing data transmission to start at any sampling phase. This study demonstrates that voice‑grade modems employing an FSE outperform conventional synchronous equalizers. The authors analyze and simulate the FSE’s performance, comparing it to synchronous equalizers in voice‑grade modem scenarios. The FSE, particularly when combined with a decision‑feedback section, achieves a 2–3 dB SNR gain at 9.6 kbit/s over worst‑case private‑line channels, yielding roughly a two‑order‑of‑magnitude improvement in bit‑error rate and effectively compensating a wide range of linear distortion.
Here we describe and demonstrate, via analysis and simulation, the performance improvement of voice-grade modems which use a Fractionally-Spaced Equalizer (FSE) instead of a conventional synchronous equalizer. The reason for this superior performance is that the fse adoptively realizes the optimum linear receiver; consequently it can effectively compensate for more severe delay distortion than the conventional adaptive equalizer, which suffers from aliasing effects. An additional advantage of the FSE is that data transmission can begin with an arbitrary sampling phase, since the equalizer synthesizes the correct delay during adaptation. We show that an FSE combined with a decision feedback section, which can mitigate the effect of severe amplitude distortion, can compensate for a wide range of linear distortion. At 9.6 kbit/s, the FSE provides a 2 to 3 dB gain in output signal-to-noise ratio, relative to the synchronous equalizer, over worst-case private-line channels. This translates to a theoretical improvement of approximately two orders of magnitude in bit error rate.
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Optimum Mean-Square Decision Feedback Equalization
J. Salz · Bell System Technical Journal · 1973 · 335 citations
Signals and Noise in Communication Systems
Students Quarterly Journal · 1966 · 130 citations