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Effective Capacity Analysis of Wireless System over α-η-μ/Lognormal and α-κ-μ/Lognormal Distribution

机译:α-η-μ/对数正态和α-κ-μ/对数正态分布的无线系统有效容量分析

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The previous years have perceived exponential development concerning the domain of wireless communication systems, bringing about an upsurge in the demand for Quality of Service (QoS). Effective capacity (EC) is proposed being a QoS metric in the literature which can accommodate the statistical delay restrictions of the system along with maximum arrival rate. This article proposes analytical equation of the EC over a unified composite distribution of $lpha-eta-mu$/Lognormal and $lpha-kappa-mu$/Lognormal. In addition to it, closed-form high-power regime result is also derived for the EC. The proposed results are confirmed by means of the Monte-Carlo simulation and the exact solution.
机译:过去的几年中,无线通信系统领域出现了指数级的发展,导致对服务质量(QoS)的需求激增。有效容量(EC)在文献中被提出作为QoS度量标准,可以适应系统的统计延迟限制以及最大到达率。本文提出了EC的统一复合分布的解析方程。 $ \ alpha- \ eta- \ mu $ / Lognormal和 $ \ alpha- \ kappa- \ mu $ / Lognormal。除此之外,还针对EC得出了封闭形式的高功率状态结果。拟议的结果已通过蒙特卡洛模拟和精确解得到了证实。

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