Tight lower bounds for MPSK Nakagami-m systems with phase error

Mahmoud A. Smadi

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Tight lower bounds for MPSK Nakagami-m systems with phase error

机译：MPSK NAKAGAMI-M系统紧密下限，具有相位误差

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摘要

In this paper, we derive very tight lower bounds for the average bit error probability (BEP) of M-ary phase shift keying (MPSK) systems. For the first time, the bounds are obtained taking into consideration Nakagami-m wireless fading channel and Tikhonov-distributed carrier phase error. The bounds are shown to be tight and easy to evaluate for phase error noise parameters likely to be encountered in practice and for signal-to-noise ratio (SNR) that are needed in moderate fading environment. The accuracy of the derived bounds is illustrated by comparing the bound results to those obtained by exact solutions for M = 2 and M = 4.

机译：在本文中，我们从M-ARY相移键控（MPSK）系统的平均误码概率（BEP）获得了非常紧密的下限。首次首次考虑Nakagami-M无线衰落通道和Tikhonov分布式载波相位误差获得界限。该界限显示为紧密且易于评估可能在实践中遇到的相位误差噪声参数，并且用于中等衰落环境所需的信噪比（SNR）。通过将绑定结果与M = 2和M = 4的精确溶液获得的结合结果进行比较来说明衍生界限的准确性。

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《International journal of systems,control and communications》 |2017年第2期|125-131|共7页
作者
Mahmoud A. Smadi;
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作者单位

Department of Electrical Engineering Hashemite University Zarqa 13115 Jordan;

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正文语种 eng
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关键词
M-ary phase shift keying; MPSK; phase error; Nakagami-m fading;

机译：M-ARY相移键入;MPSK;相位误差;nakagami-m褪色;

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2. Exact expression and tight bound on pairwise error probability for performance analysis of turbo codes over nakagami-m fading channels [J] . Ali S.A., Singh Kambo N., Ince E.A. IEEE communications letters . 2007,第5期

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3. A Framework for the Lower Bound on the BER of DCSK Systems Over Multi-Path Nakagami-m Fading Channels [J] . Dawa Mohamed, Kaddoum Georges, Herceg Marijan Circuits and Systems II: Express Briefs, IEEE Transactions on . 2020,第10期

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4. A Tight Error Performance Bound for MPSK Systems with Doubly Selective Rayleigh Fading Channels [C] . Jingxian Wu, Chengshan Xiao 38th annual conference on information sciences and systems (CISS 2004) . 2004

机译：具有双选择瑞利衰落信道的MPSK系统的严格误差性能
5. A hybrid approach for derivation of tight execution time bounds of program-segments and service time bounds of simple object methods in real-time distributed computing systems. [D] . Im, Chansik. 2005

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6. Cramér-Rao Lower Bound for Point Based Image Registration with Heteroscedastic Error Model for Application in Single Molecule Microscopy [O] . E.A.K. Cohen, D. Kim, R.J. Ober -1

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8. Upper and Lower Error Bounds for Coherent Phase-Shift-Keyed (CPSK) Systems with Cochannel Interference. [R] . Tobin, R. M., Yao, K. 1976

机译：具有同信道干扰的相干相移键控（CpsK）系统的上下误差界。

Tight lower bounds for MPSK Nakagami-m systems with phase error

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