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QUEUEING IN RURAL TRAFFIC. IN VEHICULAR TRAFFIC SCIENCE

Tony Miller

Open publisher page 2 citations

Abstract

This paper begins by providing some applications of a model for queuing in rural traffic when limited overtaking is possible. The applications make use of an empirical relationship between the overtaking rate and the opposing traffic flow, and use a relationship between means and standard deviations of speed distributions. Queuing when overtaking is impossible is next discussed. Vehicles are assumed to enter a length of road at random. Mean queue lengths and speeds at different distances along the road are calculated for different flows and speed distributions.

About this research paper

What this paper is about

This paper begins by providing some applications of a model for queuing in rural traffic when limited overtaking is possible. The applications make use of an empirical relationship between the overtaking rate and the opposing traffic flow, and use a relationship between means and standard deviations of speed distributions. Queuing when overtaking is impossible is next discussed. Vehicles are assumed to enter a length of road at random. Mean queue lengths and speeds at different distances along the road are calculated for different flows and speed distributions.

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OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

This paper begins by providing some applications of a model for queuing in rural traffic when limited overtaking is possible. The applications make use of an empirical relationship between the overtaking rate and the opposing traffic flow, and use a relationship between means and standard deviations of speed distributions. Queuing when overtaking is impossible is next discussed. Vehicles are assumed to enter a length of road at random. Mean queue lengths and speeds at different distances along the road are calculated for different flows and speed distributions.

Key concepts: Overtaking, Queueing theory, Queue, Traffic flow (computer networking), Traffic wave, Computer science, Heavy traffic, Transport engineering

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