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Error propagation evaluation for RLL-constrained DFE read channels

机译:RLL约束的DFE读取通道的错误传播评估

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摘要

Decision feedback equalization (DFE) is a promising low-cost solution for signal detection in magnetic recording channels. In terms of the bit error rate after detection, (0,k)-DFE and MDFE (Multilevel Decision Feedback Equalization) are comparable to (0,k)-PR4ML. Error propagation, however, is one of the major concerns for all DFE approaches. In this paper, an analysis of error propagation for RLL-constrained DFE at all stages of data processing, including RLL decoder and error correction, is performed. To evaluate error propagation, a Markov chain is constructed that explicitly models any type of RLL constraints. From this model, a Markov chain, describing the error distribution inside the bursts, is derived and a relation between these chains and error propagation decay rate is established. Performance of interleaved ECC (Error Correction Code) is also evaluated. The results obtained are compared with those from simulation. By using the newly developed model, a special technique of equalizer design, aimed to reduce error propagation, is analyzed. The comparison between (0,k)-DFE and MDFE in terms of the bit error rate after ECC is also provided.
机译:决策反馈均衡(DFE)是磁记录通道中信号检测的有前途的低成本解决方案。就检测之后的误码率而言,(0,k)-DFE和MDFE(多级判决反馈均衡)与(0,k)-PR4ML相当。但是,错误传播是所有DFE方法的主要问题之一。本文对包括RLL解码器和纠错在内的所有数据处理阶段的RLL约束DFE的错误传播进行了分析。为了评估错误传播,构造了马尔可夫链,该链明确地对任何类型的RLL约束建模。从该模型中,得出描述脉冲串内部误差分布的马尔可夫链,并建立了这些链与误差传播衰减率之间的关系。还评估了交错式ECC(纠错码)的性能。将获得的结果与仿真的结果进行比较。通过使用新开发的模型,分析了旨在减少误差传播的特殊均衡器设计技术。还提供了(0,k)-DFE和MDFE在ECC之后的误码率方面的比较。

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