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Optimum diversity combining and equalization over interference-limited cellular radio channel

机译:干扰受限的蜂窝无线信道上的最佳分集组合和均衡

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This paper presents the comparative analysis of Nth-order diversity combining and equalization over an interference-limited cellular radio channel. The method of combining diversity and equalization has been analyzed previously. However, cochannel interference (CCI) was not considered, and the number of equalization taps was assumed to be infinite. A quadrature amplitude modulation (QAM) is used in our signal analysis. In modeling the multipath radio, we take into account CCI generated by frequency reuse and additive white Gaussian noise (AWGN). The performance evaluations are made of average error probability and outage probability. The average error rate is determined by using a Monte Carlo simulation for a set of channel parameters such as signal-to-noise ratio (SNR), signal-to-interference ratio (SIR), and equalization coefficients determined for this channel. In the error-rate estimation, we analyze and compare the results of system performance obtained by the upper bound approach and the moment estimation method. We also investigate the tradeoff of the performance improvement in terms of average error probability and equalizer complexity (the number of equalization taps).
机译:本文对干扰受限的蜂窝无线信道上的N阶分集组合和均衡进行了比较分析。先前已经分析了将分集和均衡相结合的方法。但是,未考虑同信道干扰(CCI),并且假定均衡抽头的数量是无限的。正交幅度调制(QAM)用于我们的信号分析。在对多径无线电进行建模时,我们考虑了频率复用和加性高斯白噪声(AWGN)产生的CCI。性能评估由平均错误概率和中断概率组成。通过对一组信道参数(如信噪比(SNR),信噪比(SIR)和为此信道确定的均衡系数)使用蒙特卡洛模拟来确定平均错误率。在错误率估计中,我们分析并比较了上限方法和矩估计方法获得的系统性能结果。我们还根据平均错误概率和均衡器复杂度(均衡抽头数)研究了性能提高的折衷方案。

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