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Turbo Equalization for Two Dimensional Magnetic Recording Using Voronoi Model Averaged Statistics

机译:使用Voronoi模型平均统计量进行二维磁记录的Turbo均衡

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This paper considers turbo equalization for 2-D magnetic recording. Magnetic grains are modeled as Voronoi regions of randomly distributed nuclei. Bits read from the magnetic grain model flow into a 2-D intersymbol interference (2D-ISI) model including additive white Gaussian noise. At high bit densities, some bits are not written on any grain, and hence are effectively “overwritten” by surrounding bits. The proposed system iteratively exchanges log-likelihood ratios (LLRs) between a 2D-ISI equalizer based on the forward-backward algorithm and an irregular repeat-accumulate (IRA) decoder. To combat bit overwrites, the system employs a non-linear function to map 2D-ISI extrinsic output LLRs to IRA decoder input LLRs. To pass back LLRs from the IRA decoder to the 2D-ISI equalizer, we design a simple likelihood-ratio-based LLR estimator. Simulations of the proposed system that employ the perturbed-bit-centers grain model proposed in a 2010 IEEE Transactions on Magnetics paper show a 6.5% increase in user bits per grain (U/G) and a 16.4 dB signal-to-noise ratio (SNR) gain compared with the previous paper, without iterative turbo equalization. Utilizing the LLR estimator to do iterative detection results in SNR gains of up to 1.7 dB compared with non-iterative detection. The random Voronoi model employed in this paper appears to be more difficult to equalize than the grain model in the 2010 paper. The proposed system with random Voronoi model achieves 0.4422 U/G at SNR=11.6 dB, i.e., about 8.8 Tb/in2 at (typically assumed future grain density) 20 Tgr/in2; this is almost ten times the density of current systems at 10 Tgr/in2.
机译:本文考虑了二维磁记录的turbo均衡。磁性颗粒被建模为随机分布的原子核的Voronoi区。从磁粒模型读取的位流到包含加性高斯白噪声的2-D符号间干扰(2D-ISI)模型中。在高位密度下,某些位不会写在任何纹理上,因此实际上会被周围的位“覆盖”。所提出的系统在基于前向后算法的2D-ISI均衡器与不规则重复累积(IRA)解码器之间迭代交换对数似然比(LLR)。为了应对位重写,系统采用了非线性功能,将2D-ISI非本征输出LLR映射到IRA解码器输入LLR。为了将LLR从IRA解码器传回2D-ISI均衡器,我们设计了一个简单的基于似然比的LLR估计器。使用2010年IEEE Transactions on Magnetics论文中提出的摄动位中心晶粒模型的拟议系统的仿真显示,每晶粒的用户位(U / G)增加6.5%,信噪比为16.4 dB(与以前的论文相比,SNR)增益没有迭代涡轮均衡。与非迭代检测相比,利用LLR估计器进行迭代检测的SNR增益高达1.7 dB。与2010年论文中的纹理模型相比,本文中使用的随机Voronoi模型似乎更难于均衡。拟议的具有随机Voronoi模型的系统在SNR = 11.6 dB时达到0.4422 U / G,即在20 Tgr / in2(通常假定的未来晶粒密度)下约为8.8 Tb / in2;这几乎是当前系统密度(10 Tgr / in2)的十倍。

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