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Situational Analysis in Real-Time Traffic Systems

机译:实时交通系统中的态势分析

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摘要

The prediction of traffic situations is a vital issue in modern Intelligent Transport Systems (ITS). Particularly the real time detection and proper assessment of incidents may save live and may contribute to keep the transport network available. However, the influence factors of traffic are subject to multi changes; the influence factors are varying traffic demand, weather, seasons, etc. This allows only a very poor performance in real time assessment of traffic situations. This article focuses on the fact that the possible traffic patterns – depicted as time series – vary only very little on each site, representing specific traffic situations or “normal time series”.That the use of intelligent dedicated digital signal processing systems and communication media is in a position to improve the requirement of Real-Time traffic situational analysis in an efficient and effective way. Digital Finite Impulse Response (FIR) filters are used to analyse sensor measurement data in a way that allows an instantaneous assessment about the actual traffic situation and the detection of abnormal behaviour. A FIR filter cascade is used, each filter represents a specific normal time series like working day, weekend day, rain, winter, etc. The representation of each normal time series is achieved by discrete transformation of the normal time series in order to generate its frequency spectrum and by designing a filter structure with a corresponding frequency response.The deployment of the FIR filters can be in Traffic Control Centres with a vast amount of computational power as well as in the controller cabinets of local sensors on the basis of Digital Signal Processors.
机译:在现代智能交通系统(ITS)中,交通状况的预测是至关重要的问题。特别是对事件的实时检测和正确评估可以节省生命,并有助于保持运输网络的可用性。但是,交通的影响因素会发生多种变化。影响因素是交通需求,天气,季节等变化。这在实时评估交通状况时仅表现得非常差。本文关注的事实是,可能的流量模式(以时间序列表示)在每个站点上变化很小,代表特定的流量情况或“正常时间序列”。使用智能专用数字信号处理系统和通信媒体以有效和有效的方式改善实时交通情况分析的需求。数字有限冲激响应(FIR)滤波器用于分析传感器测量数据,从而可以即时评估实际的交通状况和检测异常行为。使用FIR过滤器级联,每个过滤器代表一个特定的正常时间序列,例如工作日,周末,雨天,冬天等。每个正常时间序列的表示是通过对正常时间序列进行离散变换来生成的,频谱并设计具有相应频率响应的滤波器结构.FIR滤波器的部署可以在具有大量计算能力的交通控制中心以及基于数字信号处理器的本地传感器的控制柜中进行。

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