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A computational study of a variant of the optimal velocity model with no collisions

机译:没有碰撞的最佳速度模型变种的计算研究

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The Optimal Velocity Model (OVM) is a carfollowing model that captures some interesting real-world phenomena. There are two key variants of this model, which depend on whether they capture the dynamics of a platoon of vehicles travelling on a circular loop, or on an infinitely long road. In this paper, we numerically compare the OVM analysed by Orosz et al. [8] (which considers a circular loop) and the recently-proposed Modified Optimal Velocity Model (MOVM) (which considers an infinitely long road). A key insight obtained is that the variant with periodic boundary conditions could lead to collisions, which appears to be absent in the MOVM. We also derive a necessary condition for non-oscillatory convergence of the MOVM for autonomous vehicles to avoid oscillatory movements.
机译:最佳速度模型(OVM)是一种捕捉一些有趣的真实现象的汽车。该模型有两个关键变体,这取决于它们是否捕获在圆环上行进的一排车辆的动态,或者在无限的长路上。在本文中,我们在数值上比较了orosz等人分析的OVM。 [8](考虑圆环循环)和最近提出的修改最佳速度模型(MOVM)(这考虑了无限的长路)。获得的关键洞察力是,具有周期性边界条件的变体可能导致碰撞,这似乎不存在于MOVM中。我们还可推导出对自主车辆的MOVM的非振荡趋同的必要条件,以避免振荡运动。

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