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Elite artificial bees' colony algorithm to solve robot's fuzzy constrained routing problem

机译:精英人为蜜蜂的殖民地算法解决机器人的模糊约束路由问题

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摘要

One of the fundamental challenges of the robotics field is robot's movement. That is, why route planning is an eminent issue of robotics research and it is used to enhance autonomy of moving robots in complex environments. The objective of route planning problem is to find the shortest route without collide from initiation point to destination point so that the amount of energy consumption by robot would not exceed a predefined amount. Because neither the amount of energy consumption nor the robot's passed distance index cannot be measured precisely due to environmental conditions, and fuzzy data is used for modeling the problem and the problem would be called "Robot Fuzzy Constrained shortest Route" problem. The main contributions of this study are fivefold: (i) The mathematical model of fuzzy constrained shortest route problem (FCSRP) is formulated; (ii) An elite artificial bees' colony (EABC) algorithm is used to solve the robot's FSCRP; (iii) The proposed EABC algorithm is simulated with two fuzzy networks; (iv) The performance of the proposed approach is compared with the performance of genetic algorithm and particle swarm optimization algorithm; and (v) The results show the convergence speed of the EABC algorithm is higher than the existing algorithms.
机译:机器人领域的基本挑战之一是机器人的运动。也就是说,为什么路线规划是一种杰出的机器人研究问题,它用于增强复杂环境中移动机器人的自主权。路线规划问题的目的是找到最短的路线而没有从发起点到目的地的碰撞,以便机器人的能量消耗量不会超过预定量。由于能量消耗量和机器人的传递距离指数都不是由于环境条件精确地测量,而模糊数据用于建模问题,问题将被称为“机器人模糊约束最短路径”问题。本研究的主要贡献是五倍:(i)制定了模糊约束最短路径问题的数学模型(FCSRP); (ii)用于解决机器人的FSCRP的精英人为蜜蜂的殖民地(EABC)算法; (iii)建议的EABC算法用两个模糊网络模拟; (iv)将所提出的方法的性能与遗传算法和粒子群优化算法的性能进行比较; (v)结果表明EABC算法的收敛速度高于现有算法。

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