认知小细胞不同运行状态下异构网络的能效行为

Amr A. Fahmy, Asmaa M. Saafan, H. El-Badawy, S. Elramly
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引用次数: 1

摘要

近年来,为了提高移动网络的资源利用率,人们采用了几种方法;这是为了实现生产和传递信息位的能源效率。使用认知Femto基站(作为小型基站家族的一员)证明,它是实现这一目标的有效解决方案。能源效率项η的使用已成为衡量这些系统性能的主要指标之一。η是整个系统容量(C)(单位为bps/Hz)与消耗能量(E)(单位为焦耳/[2])的度量。与许多研究、分析模型和实证测量相一致,η将在整个工作过程中进行研究。认知基站(CBS)(作为系统模型的一个元素)执行流量分流操作被证明可以提高η性能。在这项工作中,分析模型和仿真模型相结合,构建了一个实用的系统模型。然后用得到的模型来说明不同操作参数对η问题的影响。另一方面,本文试图重点研究可用于设计合作认知网络的选择标准,以获得最佳的η指数。研究了不同操作条件下的最佳η指标,并对不同操作条件下的CBSs半径、CBSs与MBS位置之间的间距进行了分析;此外,根据实际运行措施,对产能和能耗进行了综合考虑。本文提出了几个具有固定参数的非线性方程,供现场工程师使用,以最大限度地降低计算复杂度。因此,当前的工作可能对监管机构以及认知移动运营商具有重要意义。
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Energy Efficiency Behavior in Heterogeneous Networks under Various Operating Situations of Cognitive Small Cells
Recently, several approaches were followed for the enhancement and better resource utilization in mobile networks; this is to achieve energy efficient consumption for production and delivery of an information bit. Using Cognitive Femto cells (as a member of the small base stations’ family) proves that, it is an efficient solution for achieving this goal[1]. The use of Energy Efficiency term η has become one of the major indices for measuring the performance of these systems. η is the measure of the overall system Capacity (C) in bps/Hz versus the Consumed Energy (E) in Joules [2]. In consistence with many researches, analytic models and empirical measurements, η will be investigated throughout the course of this work. Cognitive Base Stations (CBS) (as an element of the system model) which performs the traffic offloading operations is proved to enhance η performance. In this work, a combination of both analytic and simulation models are used to construct a practical system model. The obtained model is then used to illustrate the effect of different operational parameters that are involved in the η problem. On the other hand, the current paper tries to focus on the selection criteria that may be used to design the cooperative cognitive networks in order to achieve the best η indices. Both of CBSs radii as well as the inter-separation distances (between CBSs and MBS location) are examined to obtain best η index for different operation scenarios; in addition, both of capacity and energy consumption are taken into consideration based on practical operating measures. This work proposed several nonlinear equations with fixed parameters to be used by field engineers to achieve the results with minimum reduced computation complexity. So, the current work may be of importance for the regulator bodies as well as the cognitive mobile operators.
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