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Modeling and Engineering Constrained Shortest Path Algorithms for Battery Electric Vehicles

机译:电池电动车辆建模与工程约束最短路径算法

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摘要

We study the problem of computing constrained shortest paths for battery electric vehicles. Because battery capacities are limited, fastest routes are often infeasible. Instead, users are interested in fast routes on which the energy consumption does not exceed the battery capacity. For that, drivers can deliberately reduce speed to save energy. Hence, route planning should provide both path and speed recommendations. To tackle the resulting NoP-hard optimization problem, previous work trades correctness or accuracy of the underlying model for practical running times. We present a novel framework to compute optimal constrained shortest paths (without charging stops) for electric vehicles that uses more realistic physical models, while taking speed adaptation into account. Careful algorithm engineering makes the approach practical even on large, realistic road networks: We compute optimal solutions in less than a second for typical battery capacities, matching the performance of previous inexact methods. For even faster query times, the approach can easily be extended with heuristics that provide high quality solutions within milliseconds.
机译:我们研究了电池电动车辆的计算受限最短路径的问题。由于电池容量有限,所以最快的路线通常是不可行的。相反,用户对快速路线感兴趣,能耗不超过电池容量。为此,司机可以故意降低速度以节省能源。因此,路线规划应提供路径和速度建议。为了解决导致的NOP-HARD优化问题,之前的作品对实际运行时间进行了潜在模型的正确性或准确性。我们提出了一种新颖的框架来计算使用更逼真的物理模型的电动车辆的最佳约束最短路径(无需充电停止),同时考虑速度适应。仔细的算法工程使得这种方法即使在大型现实的道路网络上也是:我们在不到一秒的时间内计算最佳解决方案,以匹配先前的不精确方法的性能。为了更快的查询时间,该方法可以很容易地与启发式延伸,在毫秒内提供高质量的解决方案。

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