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Jaya Algorithm + Savings + 2-Opt Heuristic for Multi-Objective Capacitated Vehicle Routing Problem with Time Constraints & Heterogeneous Fleet of Vehicles

机译:Jaya算法+储蓄+ 2-opt启发式用于多目标电容车辆路由问题的时间限制与车辆的异构队列

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摘要

Vehicle Routing Problem (VRP) plays a vital role in distribution and logistics. The current work focuses on optimum routing of a fleet of pick-up vehicles that collect parts and components from a large number of suppliers (of consumer durables manufacturer) located in the three municipal corporations' viz., Bruhan Mumbai Municipal Corporation, Navi Mumbai Municipal Corporation & Thane Municipal Corporation and a collection center. The objective is to minimize the total distance travelled, which is directly proportional to the transportation costs and minimizing the number of pick-up vehicles. Dynamic nature of the problem restricts use of exact solution algorithms. The solution is found using Jaya Algorithm (Meta Heuristic Approach - a population-based new efficient optimization method that generates a population of solutions to proceed to the global solution) & Savings Algorithm with 2-opt improvement heuristic.
机译:车辆路由问题(VRP)在分销和物流中起着至关重要的作用。 目前的工作侧重于从位于三个市政公司的大量供应商(消费者耐用品制造商)中收集零件和组件的乘积的最佳路由,该公司位于三市委公司的VIZ。,Bruhan Mumbai Municipal Corporation,Navi Mumbai Municipal 公司和特许市公司和集合中心。 目的是最小化行进的总距离,这与运输成本直接成比例,并最大限度地减少拾取车辆的数量。 问题的动态性质限制了使用精确的解决方案算法。 使用Jaya算法(Meta启发式方法 - 一种基于人口的新高效优化方法来找到解决方案,该方法生成了一个解决方案的群体,并通过2-opt改进启发式储蓄算法。

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