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Many-Objective Maritime Path Planning for Dynamic and Uncertain Environments

机译:动态和不确定环境的许多客观的海事路径规划

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Weather-impacted asset routing is a complex problem, involving nonlinear, non-convex costs due to spatiotemporally varying uncertainty of weather parameters over a finite time horizon. To this end, we have augmented a previously published tool for multiobjective planning and asset routing, termed TMPLAR, with a new approximate dynamic programming-based Pareto optimization (NAPO) algorithm. TMPLAR is a mixed-initiative tool to solve the asset routing problem in dynamic and uncertain environments. It is built upon multi-objective dynamic programming algorithms to route assets in a timely fashion, while considering objectives, such as fuel efficiency, voyage time, distance, and adherence to real world constraints (asset vehicle limits, navigator-specified deadlines, etc.). The asset routing problem is exacerbated by the need to address multiple conflicting objectives, spatial and temporal uncertainty associated with the weather and multiple constraints on asset operation. The NAPO algorithm optimizes weather-based objectives in a reasonable amount of time, optimizing arrival and departure times at waypoints, asset speed and bearing. The key algorithmic contribution is a fast approximate method for substantially containing the computational complexity by generating the Pareto-front of the multi-objective shortest path problem for networks with stochastic non-convex edge costs, utilizing approximate dynamic programming and clustering techniques. The proposed algorithm is validated and we compare its performance with the new approach to multi-objective A* (NAMOA*).
机译:天气影响的资产路由是一个复杂的问题,涉及非线性的非凸起成本,由于有限时间范围内的天气参数的时空变化不确定性。为此,我们已经增强了一个先前发布的用于多目标计划和资产路由的工具,称为TMPLAR,具有新的近似动态编程的Pareto优化(NAPO)算法。 TMPLAR是一种混合主动工具,可以解决动态和不确定环境中的资产路由问题。它建立在多目标动态编程算法之上,以及时的方式将资产提供,同时考虑目标,例如燃油效率,航行时间,距离和遵守真实世界的限制(资产车辆限制,导航员指定的截止日期等)。 )。通过解决与天气相关的多种冲突目标,空间和时间不确定性以及对资产操作的多个约束的需要解决资产路由问题。 NAPO算法在合理的时间内优化基于天气的目标,在航点,资产速度和轴承上优化到达和出发时间。关键算法贡献是基本上包含通过在具有随机非凸边缘成本的网络的多目标最短路径问题的静态前面,利用近似动态编程和聚类技术来基本上包含计算复杂度的快速近似方法。验证了所提出的算法,并将其性能与多目标A *(NamoA *)的新方法进行比较。

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