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Optimal Design of Fractional Sliding Mode Control Based on Multi-Objective Genetic Algorithm for a Two-Link Flexible Manipulator

机译:基于多目标遗传算法的两连杆柔性机械臂分数滑模控制的优化设计

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In this paper a novel optimal approach of control strategy is introduced by applying fractional calculus in structure of sliding mode control for a range of dynamics system liable to uncertainties. So, a fractional sliding mode control was designed for dynamics of the two-link rigid-flexible manipulator. Furthermore a multi-objective genetic algorithm was proposed in order to find the ideal variable structure of the sliding mode control. Optimal variables achieved by optimization of the conventional sliding mode control. Then the performance of the both conventional and the fractional sliding mode control were compared with respect to optimal variables. Results indicated that by applying the optimized fractional sliding mode control, system’s error was significantly reduced and, so as tracking the desired value was done with a high accuracy and also a smooth control action was achieved.
机译:在本文中,提出了一种新颖的最优控制策略方法,该方法是将分数演算应用于滑模控制结构中的一系列不确定性动力学系统。因此,设计了分数滑模控制用于二连杆刚柔机器人的动力学。为了找到滑模控制的理想变量结构,提出了一种多目标遗传算法。通过优化传统的滑模控制可获得最佳变量。然后,就最佳变量而言,比较了传统滑模控制和分数滑模控制的性能。结果表明,通过应用优化的分数滑模控制,可以显着减少系统误差,因此可以高精度地跟踪所需值,并且还可以实现平稳的控制动作。

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