Research on Particle Swarm Optimization Algorithm with Jump Factor for Groupage Cargo Scheduling Problem

Haoqiang Yang, Chao Hong, Zhigang Lian
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Abstract

In order to efficiently plan the routing of dispatching vehicles and satisfy all customers' routing demands with as little expenditure as possible, a multi-depot joint routing of dispatching vehicles (MDJGVRP) mathematical model with unsplit demands was established, and a new neighborhood adaptive particle swarm optimization algorithm with jump factor was proposed to solve the problem. In the iterative process of the algorithm, the optimal value stagnation problem is solved by constantly adjusting the particle search neighborhood and dynamically updating the jump factor, so as to effectively improve the ability of the algorithm to jump out of the local optimal value. Compared with the original particle swarm algorithm, artificial bee colony algorithm and bat algorithm, the size calculation example is verified that the algorithm has faster convergence speed and optimization ability.
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基于跳跃因子的粒子群算法研究成组货物调度问题
为了高效规划调度车辆的路径,以尽可能少的费用满足所有客户的路径需求,建立了需求不分割的多车场调度车辆联合路径(MDJGVRP)数学模型,提出了一种新的带跳跃因子的邻域自适应粒子群优化算法。在算法的迭代过程中,通过不断调整粒子搜索邻域和动态更新跳跃因子来解决最优值停滞问题,从而有效提高了算法跳出局部最优值的能力。通过与原粒子群算法、人工蜂群算法和蝙蝠算法的尺寸计算算例对比,验证了该算法具有更快的收敛速度和优化能力。
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