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Simultaneous versus joint computing: A case study of multi-vehicle parking motion planning

机译:同时与联合计算:以多车位停车计划为例

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Multi-vehicle motion planning (MVMP) refers to computing feasible trajectories for multiple vehicles. MVMP problems are generally solved in two ways, namely simultaneous methods and joint methods. An inherent difference between both types of methods is that, simultaneous methods compute motions for vehicles all at once, while joint methods divide the original problem into parts and combine them together. The joint methods usually sacrifice solution quality for computational efficiency, and the simultaneous methods are applicable to simple or simplified scenarios only. These defects motivate us to develop an efficient simultaneous computation method which provides high-quality solutions in generic cases. Progressively constrained dynamic optimization (PCDO), an initialization-based computation framework is proposed to ease the burdens of simultaneous computation methodologies when they are adopted to solve the MVMP problems. Specifically, PCDO locates and discards the redundant constraints in the MVMP problem formulation so as to reduce the problem scale, thereby easing the problem-solving process. Our simulations focus on the cooperative parking scheme of automated vehicles. Comparative simulation results show that (1) the designs in PCDO are efficient, and (2) simultaneous computation outperforms joint computation. (C) 2017 Elsevier B.V. All rights reserved.
机译:多车辆运动计划(MVMP)是指为多辆车计算可行的轨迹。 MVMP问题通常以两种方式解决,即同时方法和联合方法。两种方法之间的固有区别在于,同时方法同时计算车辆的运动,而联合方法将原始问题分解为多个部分并将它们组合在一起。联合方法通常会牺牲解决方案的质量以提高计算效率,而同时方法仅适用于简单或简化方案。这些缺陷促使我们开发一种有效的同时计算方法,该方法可以在一般情况下提供高质量的解决方案。渐进约束动态优化(PCDO),提出了一种基于初始化的计算框架,以减轻采用并行计算方法解决MVMP问题时的负担。具体而言,PCDO在MVMP问题表述中定位并丢弃冗余约束,从而减小了问题规模,从而简化了问题解决过程。我们的模拟着重于自动车辆的协同停车方案。对比仿真结果表明,(1)PCDO中的设计是高效的,(2)同步计算的性能优于联合计算。 (C)2017 Elsevier B.V.保留所有权利。

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