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首页> 外文期刊>Mathematical Problems in Engineering >Robust Optimal Navigation Using Nonlinear Model Predictive Control Method Combined with Recurrent Fuzzy Neural Network
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Robust Optimal Navigation Using Nonlinear Model Predictive Control Method Combined with Recurrent Fuzzy Neural Network

机译:非线性模型预测控制与递归模糊神经网络相结合的鲁棒最优导航

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摘要

This paper presents a novel navigation strategy of robot to achieve reaching target and obstacle avoidance in unknown dynamic environment. Considering possible generation of uncertainty, disturbances brought to system arc separated into two parts, i.e., bounded part and unbounded part. A dual-layer closed-loop control system is then designed to deal with two kinds of disturbances, respectively. In order to realize global optimization of navigation, recurrent fuzzy neural network is used to predict optimal motion of robot for its ability of processing nonlinearity and learning. Extended Kalman filter method is used to train RFNN online. Moving horizon technique is used for RFNN motion planner to guarantee optimization in dynamic environment. Then, model predictive control is designed against bounded disturbances to drive robot to track predicted trajectories and limit robot's position in a tube with good robustness. A novel iterative online learning method is also proposed to estimate intrinsic error of system using online data that makes system adaptive. Feasibility and stability of proposed method are analyzed. By examining our navigation method on mobile robot, effectiveness is proved in both simulation and hardware experiments. Robustness and optimization of proposed navigation method can be guaranteed in dynamic environment.
机译:本文提出了一种新颖的机器人导航策略,可以在未知的动态环境中实现到达目标和避障。考虑到可能产生不确定性,给系统带来的干扰分为两部分,即有界部分和无界部分。然后设计了一个双层闭环控制系统,分别处理两种干扰。为了实现导航的全局优化,利用递归模糊神经网络来预测机器人的最优运动,因为其具有处理非线性和学习的能力。扩展卡尔曼滤波方法用于在线训练RFNN。 RFNN运动计划器使用移动视界技术来确保动态环境中的优化。然后,针对有限干扰设计模型预测控制,以驱动机器人跟踪预测轨迹并以良好的鲁棒性限制机器人在管中的位置。还提出了一种新颖的在线迭代学习方法,利用在线数据估计系统的固有误差,从而使系统具有自适应性。分析了所提方法的可行性和稳定性。通过检查我们在移动机器人上的导航方法,可以在仿真和硬件实验中证明其有效性。在动态环境下可以保证所提出的导航方法的鲁棒性和优化性。

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