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Systematic strategy for choosing optimal membership function and fuzzy rulebase based on fuzzy entropy for intelligent control of robotic part assembly tasks

机译:基于模糊熵的最优隶属函数和模糊规则库的系统策略,用于机器人零件装配任务的智能控制

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摘要

Using the control of robotic part assembly tasks, consisting of a macro and a micro-assembly, as an example, a systematic way, not a heuristic one, that can determine an optimal membership function and rulebase among feasible fuzzy membership functions and rulebases which can execute the part assembly tasks successfully, based on a fuzzy entropy is introduced. In a macro-assembly, a part is brought from an initial position to an assembly hole or a receptacle (target or destination) for a purpose of a part mating in a partially unstructured environment that includes unknown obstacles. Then, in a micro-assembly, the part is placed at a position that is ready to mate successfully with the target without jamming. An entropy function, which is a useful measure of the variability and the information in terms of uncertainty, is introduced to measure its overall performance of a task execution related to the part assembly tasks. Three different types of membership functions are applied to two different sets of fuzzy rulebases for a macro and a micro-assembly to show a robustness. The membership function that generates the lowest degree of uncertainty in the part assembly procedure is chosen as an optimal one. The same criterion is applied to determine an optimal fuzzy rulebase. In order to address the uncertainty associated with the part assembly procedure, a fuzzy theory, that is well-suited to the management of uncertainty, is introduced. The degree of uncertainty associated with the part assembly procedure is used as an optimality criterion, or cost function, e.g. minimum fuzzy entropy, for a specific task execution. The results show the effectiveness of the proposed approach. The proposed methodology is not only a useful tool in choosing an optimal membership function and fuzzy rulebase but applicable to a wide range of robotic tasks including controlling of mobile based robots around obstacles, and a part mating and pick and place operations.
机译:例如,使用由宏和微型装配组成的机器人零件装配任务的控制,可以在可行的模糊隶属函数和规则库中确定最优隶属函数和规则库的系统方法,而不是启发式方法。基于模糊熵,成功地完成了零件装配任务。在宏组件中,将零件从初始位置带到装配孔或插座(目标或目的地),目的是使零件在包括未知障碍物的部分非结构化环境中配合。然后,在微型组件中,将零件放置在准备与目标成功配对而不会发生卡塞的位置。引入了一种熵函数,它是衡量可变性和不确定性方面的信息的一种有用方法,用于测量其与零件装配任务相关的任务执行的整体性能。三种不同类型的隶属度函数应用于宏和微装配的两组不同的模糊规则库,以显示鲁棒性。选择在零件装配过程中产生最低程度不确定性的隶属函数作为最佳函数。将相同的标准应用于确定最佳模糊规则库。为了解决与零件装配过程相关的不确定性,引入了一种非常适合不确定性管理的模糊理论。与零件装配过程相关的不确定度被用作最佳标准或成本函数,例如最小模糊熵,用于特定任务执行。结果表明了该方法的有效性。所提出的方法学不仅是选择最佳隶属函数和模糊规则库的有用工具,而且适用于各种机器人任务,包括围绕障碍物控制基于移动的机器人以及零件配合和拾取和放置操作。

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