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Closed-loop time-optimal path planning using a multi-objective diversity control oriented genetic algorithm

机译:闭环时间 - 使用多目标分集控制导向遗传算法的最佳路径规划

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This paper presents the use of a multi-objective diversity control oriented genetic algorithm (MODCGA) for solving a closed-loop time-optimal path planning problem. The MODCGA Is a result of the integration between two types of genetic algorithm: a multi-objective genetic algorithm (MOGA) and a diversity control oriented genetic algorithm (DCGA). The MODCGA is benchmarked against the MOGA and a random search in the path planning problem which Is treated as a multiobjective optimisation problem. In this case, the planning problem is represented by a position control task which is given to a 3-dof revolute joint robot. From the optimisation viewpoint, the decision variables consist of the magnitude of torque limits for each joint and the Initial and final positions of a filed length path at which the robot endeffector has to track. The corresponding search objectives are thus expressed in terms of the position tracking error and trajectory time. Two chromosome coding schemes are explored in this investigation: Gray and integer-based coding schemes. The simulation results suggest that the Integer-based coding scheme is more suitable at representing the decision variables. In addition, the use of diversity control in conjunction with the integer-based coding scheme can further improve the search results.
机译:本文介绍了多目标分集控制面向遗传算法(ModCGA)来解决闭环时间最佳路径规划问题。 ModCGA是两种类型的遗传算法之间积分的结果:多目标遗传算法(MOGA)和分集控制导向遗传算法(DCGA)。 Modcga在路径规划问题中与MOGA和随机搜索进行基准测试,该方法被视为多目标优化问题。在这种情况下,规划问题由位置控制任务表示,该位置控制任务被给予三维旋转接头机器人。从优化视点来看,判定变量包括每个关节的扭矩限制和初始长度路径的初始位置以及机器人端部凹陷必须跟踪的初始位置。因此,在位置跟踪误差和轨迹时间方面表达相应的搜索目标。在本研究中探讨了两种染色体编码方案:基于灰色和整数的编码方案。仿真结果表明,基于整数的编码方案更适合于代表决策变量。另外,与基于整数的编码方案结合使用分集控制可以进一步改善搜索结果。

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