A fast simulation framework for IEEE 802.11-operated wireless LANs

Hwangnam Kim, J. Hou
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引用次数: 22

Abstract

In this paper, we develop a fast simulation framework for IEEE 802.11-operated wireless LANs (WLANs), in which a large number of packets are abstracted as a single fluid chunk, and their behaviors are approximated with analytic fluid models and figured into the simulation. We first derive the analytical model that characterizes data transmission activities in IEEE 802.11-operated WLANs with/without the RTS/CTS mechanism. All the control overhead incurred in the physical and MAC layers, as well as system parameters specified in IEEE 802.11 [12] are faithfully figured in. We validate the model with simulation in cases in which the network is and is not saturated. We then implement, with the use of the time stepping technique [21], the fast simulation framework for WLANs in ns-2 [2], and conduct a comprehensive simulation study to evaluate the framework in terms of speed-up and errors incurred under a variety of network configurations.The simulation results indicate that the proposed framework is indeed effective in simulating IEEE 802.11-operated WLANs. It achieves as much as two orders of magnitude improvement in terms of execution time as compared to packet-level simulation. The performance improvement is more pronounced when the number of wireless nodes, the number of applications running on each wireless node, or the number of WLANs increases. The relative error, on the other hand, falls within 2% in all cases, as long as the value of the time step is appropriately determined.
IEEE 802.11无线局域网的快速仿真框架
本文针对IEEE 802.11操作的无线局域网(wlan)开发了一个快速仿真框架,该框架将大量数据包抽象为单个流体块,用解析流体模型近似其行为,并将其计算到仿真中。我们首先推导了分析模型,该模型描述了在有/没有RTS/CTS机制的IEEE 802.11操作的wlan中数据传输活动的特征。在物理层和MAC层产生的所有控制开销以及IEEE 802.11[12]中规定的系统参数都被忠实地计算在内。在网络饱和和不饱和的情况下,我们用仿真验证了模型。然后,我们使用时间步进技术[21]实现了ns-2中wlan的快速仿真框架[2],并进行了全面的仿真研究,以评估该框架在各种网络配置下的加速和误差。仿真结果表明,该框架能够有效地模拟IEEE 802.11标准下的无线局域网。与包级模拟相比,它在执行时间方面实现了多达两个数量级的改进。当无线节点数量增加、每个无线节点上运行的应用程序数量增加或wlan数量增加时,性能的提高更为明显。另一方面,只要适当地确定时间步长的值,在所有情况下,相对误差都在2%以内。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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