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首页> 外文期刊>Modern Physics Letters, B. Condensed Matter Physics, Statistical Physics, Applied Physics >Traffic chaotic dynamics modeling and analysis of deterministic network
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Traffic chaotic dynamics modeling and analysis of deterministic network

机译:确定性网络的交通混沌动力学建模与分析

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摘要

Network traffic is an important and direct acting factor of network reliability and performance. To understand the behaviors of network traffic, chaotic dynamics models were proposed and helped to analyze nondeterministic network a lot. The previous research thought that the chaotic dynamics behavior was caused by random factors, and the deterministic networks would not exhibit chaotic dynamics behavior because of lacking of random factors. In this paper, we first adopted chaos theory to analyze traffic data collected from a typical deterministic network testbed avionics full duplex switched Ethernet (AFDX, a typical deterministic network) testbed, and found that the chaotic dynamics behavior also existed in deterministic network. Then in order to explore the chaos generating mechanism, we applied the mean field theory to construct the traffic dynamics equation (TDE) for deterministic network traffic modeling without any network random factors. Through studying the derived TDE, we proposed that chaotic dynamics was one of the nature properties of network traffic, and it also could be looked as the action effect of TDE control parameters. A network simulation was performed and the results verified that the network congestion resulted in the chaotic dynamics for a deterministic network, which was identical with expectation of TDE. Our research will be helpful to analyze the traffic complicated dynamics behavior for deterministic network and contribute to network reliability designing and analysis.
机译:网络流量是网络可靠性和性能的重要且直接作用的因素。为了理解网络流量的行为,提出了混沌动力学模型,并对其进行了很多不确定性分析。先前的研究认为混沌动力学行为是由随机因素引起的,而确定性网络由于缺乏随机因素而不会表现出混沌动力学行为。在本文中,我们首先采用混沌理论来分析从典型的确定性网络测试台航空电子全双工交换式以太网(AFDX,典型的确定性网络)测试台收集的流量数据,并发现确定性网络中也存在混沌动力学行为。然后,为了探索混沌产生的机理,我们应用均值场理论构造了没有任何网络随机因素的确定性网络流量建模的流量动力学方程(TDE)。通过研究导出的TDE,我们提出混沌动力学是网络流量的自然属性之一,它也可以看作是TDE控制参数的作用效果。进行了网络仿真,结果验证了网络拥塞导致确定性网络的混沌动力学,与TDE的期望相同。我们的研究将有助于分析确定性网络的流量复杂动力学行为,并有助于网络可靠性的设计和分析。

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