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Traffic jam and discontinuity induced by slowdown in two-stage optimal-velocity model

机译:两阶段最优速度模型中减速引起的交通拥堵和不连续性

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摘要

We study the traffic states and jams induced by a slowdown of vehicles in a single-lane highway. The two-stage optimal velocity model is used in which the optimal velocity function has two turning points. The fundamental (flow-density) diagrams are calculated. At low density, the flow (current) increases linearly with density, while it saturates at some values of intermediate density. When the flow saturates, the discontinuous front (stationary shock wave) appears before or within the section of slowdown. The values of saturated flow are determined by the extreme values of theoretical current curves. The relationship between the densities is derived before and after the discontinuity. (c) 2006 Elsevier B.V. All rights reserved.
机译:我们研究了单车道高速公路上车辆减速导致的交通状况和拥堵。使用两阶段最佳速度模型,其中最佳速度函数具有两个转折点。计算基本(流量密度)图。在低密度下,流量(电流)随密度线性增加,而在某些中间密度值下达到饱和。当流量饱和时,不连续的前沿(固定冲击波)出现在减速部分之前或减速部分之内。饱和流量的值由理论电流曲线的极值确定。密度之间的关系是在不连续之前和之后得出的。 (c)2006 Elsevier B.V.保留所有权利。

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