基于神经网络的冗余度TT-VGT机器人的运动学求解

应用BP神经网络对冗余度TT-VGT机器人的位姿正解进行训练学习,进而求解机器人 的位姿反解问题．根据网络模型求得机器人的一、二阶影响系数,应用神经网络求解雅可比 矩阵的伪逆．并对七重四面体的变几何桁架机器人进行了仿真计算．     

压电自适应桁架结构智能振动控制

介绍了采用模糊神经网络模型进行振动主动控制的压电自适应桁架结构设计、应用及实验结果. 设计了一种具有自适应结构技术的压电主动构件结构, 并提出了具有5层结构能够自调整隶属函数的模糊神经网络控制模型. 为了验证控制模型的有效性, 搭建了配置压电主动构件的双跨桁架结构试验平台, 通过检测误差信号, 由模糊神经网络控制模型确定主动构件的驱动输出. 试验结果证实了模糊神经网络控制模型在振动抑制方面的有效性.     

漂浮基双臂空间机器人系统的模糊神经网络自学习控制

讨论了载体位置、姿态均不受控制的情况下自由漂浮双臂空间机器人系统的高斯基模糊神经网络自 学习控制问题．此类空间机器人系统严格遵守动量守恒和角动量守恒,所以其动力学方程表现出强烈的非线性性 质．将神经网络与模糊控制相结合,即利用神经网络进行模糊推理, 可使模糊控制具有自学习能力．在此基础上, 设计了双臂空间机器人系统关节空间的高斯基模糊神经网络自学习控制方案．系统的数值仿真证实了该方法的有 效性．     

模糊B样条基神经网络及其在机器人轨迹跟踪中的应用

提出一种模糊神经网络控制器并用于机器人轨迹跟踪控制．这种模糊神经网络利用B样条基函数作为隶属函数,可在线根据误差调整隶属函数的形状,使模糊神经网络具有更强的学习和适应能力．仿真与实验结果表明这种网络能很好的用于机器人的轨迹跟踪控制,具有很好的性能．     

一种基于模糊神经网络的双足机器人混杂控制

针对双足机器人控制问题,提出了一种基于模糊神经网络的混杂控制方法.该种方法将模糊神经网络融入了逆系统和H∞控制方法中,一方面将模糊神经网络的构造误差看作系统的干扰,利用H∞控制对干扰进行抑制.另一方面利用模糊神经网络对系统模型进行逼近,为逆系统的构建和H∞控制率的设计提供了有效的系统信息.本文分析了闭环系统的稳定性问题,证明了在采用本文提出的模糊神经网络和自适应算法后可以抑制L2增益.     

新型变几何桁架机器人的简化刚体运动分析

本文对一种新型变几何桁架机器人机构，利用机构简化模型在位置分析的基础上进行了刚体运动学分析，求出了机器人系统各构件运动参数的显式解析解，为这种机器人的刚性动力学和弹性动力学分析打下了基础。     

机器人轨迹跟踪的自适应模糊神经网络控制

研究机器人跟踪轨迹控制问题,针对模型未知的机器人系统,为提高跟踪精度和控制性能,提出了一种基于T-S型模糊RBF神经网络的H∞轨迹跟踪控制方法,用模糊神经网络为模型未知的机器人系统建模,克服了系统鲁棒性差,对机动目标跟踪性能差等缺点。然后设计自适应控制器,将H∞控制理论与模糊神经网络有机地结合起来,借助鲁棒补偿项将建模误差及外部干扰衰减到期望的程度以下,而控制器与改进Elman神经网络的结合,便于处理建模有界干扰以及非结构化的未建模的动力学,并进行仿真。仿真结果表明了所提出的控制算法的可行性。     

基于T-S模型的体操机器人系统模糊变结构控制

针对体操机器人（Acrobot）这类非线性系统,给出一种基于T—S模型的模糊变结构控制律设计．首先采用T—S模型建模,得到Acrobot的全局模糊模型;然后基于Lyapunov理论设计出保证Acrobot全局渐近稳定的模糊变结构平衡控制器．仿真结果表明,所设计的模糊变结构控制器与普通变结构控制器相比．可使Acrobot系统在垂直向上平衡点附近具有更大的吸引域和更强的鲁棒性．     

基于FNN的轮式机器人路径跟踪研究

针对目前轮式机器人在路径跟踪时容易出现的偏离期望路径甚至打滑、侧翻失去控制等问题,对轮式机器人结构及其路径跟踪特点进行了分析,构建了轮式机器人运动学模型,设计了一种基于模糊神经网络(FNN)的行进路线和行驶速度分级控制的路径跟踪方法.第一级中模糊神经网络利用机器人位姿信息确定行进路线即转弯半径,第二级根据前方路径情况和转弯半径调节机器人行驶的角速度和线速度.仿真实验表明,所设计的模糊神经网络能够对所期望的路径进行快速准确地拟合,且鲁棒性强;轮式机器人路径跟踪过程稳定,不会出现失控现象.     

基于模糊神经网络的机器人实时控制研究

基于模糊神经网络的机器人实时控制研究廖俊朱世强林建亚（浙江大学流体传动及控制国家重点实验室杭州３１００２７）关键词神经网络，模糊控制，机器人．收稿日期１９９５－０８－０７１引言模糊神经网络结合了模糊逻辑和神经网络各自的优点，受到越来越多学者的高度重视...     

A recurrent neural network for minimum infinity-norm kinematiccontrol of redundant manipulators with an improved problem formulationand reduced architecture complexity

This paper presents an improved neural computation where scheme for kinematic control of redundant manipulators based on infinity-norm joint velocity minimization. Compared with a previous neural network approach to minimum infinity-non kinematic control, the present approach is less complex in terms of cost of architecture. The recurrent neural network explicitly minimizes the maximum component of the joint velocity vector while tracking a desired end-effector trajectory. The end-effector velocity vector for a given task is fed into the neural network from its input and the minimum infinity-norm joint velocity vector is generated at its output instantaneously. Analytical results are given to substantiate the asymptotic stability of the recurrent neural network. The simulation results of a four-degree-of-freedom planar robot arm and a seven-degree-of-freedom industrial robot are presented to show the proposed neural network can effectively compute the minimum infinity-norm solution to redundant manipulators.     

Feedback passivity‐based control of discrete nonlinear systems with time‐delay for variable geometry truss manipulator

In this paper, the feedback passivity‐based control of nonlinear discrete time‐delay systems for variable geometry truss manipulators is investigated. To determine an appropriate communication channel in the sense of feedback passivation, we first model the dynamics of the variable geometry truss manipulator as a generalized discrete nonlinear system with time‐delay. Then we further prove that when the infinite norm of estimated error is bounded, as long as there is a controller enables the closed‐loop system to be input‐strictly passive, there must be a deterministic equivalent controller to ensure that the system is stochastically quasi passive. After that, on the basis of the conclusion obtained, a more conclusive corollary is addressed for linear plants. Though passivity is a stricter condition than stability, feedback passivation does not impose more restrictions on estimate errors, and therefore does not require more communication channel information than mean square stability. Finally, we simplify the variable geometry truss dynamics to a linear plant to simulate to verify the validity of our method, and also compared the experimental results with the methods in the existing literature.     

Obstacle avoidance for kinematically redundant manipulators using a dual neural network.

One important issue in the motion planning and control of kinematically redundant manipulators is the obstacle avoidance. In this paper, a recurrent neural network is developed and applied for kinematic control of redundant manipulators with obstacle avoidance capability. An improved problem formulation is proposed in the sense that the collision-avoidance requirement is represented by dynamically-updated inequality constraints. In addition, physical constraints such as joint physical limits are also incorporated directly into the formulation. Based on the improved problem formulation, a dual neural network is developed for the online solution to collision-free inverse kinematics problem. The neural network is simulated for motion control of the PA10 robot arm in the presence of point and window-shaped obstacle.     

Bi-criteria Velocity Minimization of Robot Manipulators Using a Linear Variational Inequalities-Based Primal-Dual Neural Network and PUMA560 Example

In this paper, to diminish discontinuity points arising in the infinity-norm velocity minimization scheme, a bi-criteria velocity minimization scheme is presented based on a new neural network solver (i.e., a primal-dual neural network based on linear variational inequalities (LVI)). Such a kinematic control scheme of redundant manipulators can incorporate joint physical limits such as joint limits and joint velocity limits simultaneously. Moreover, the presented kinematic control scheme can be formulated as a quadratic programming (QP) problem. As a real-time QP solver, the LVI-based primal-dual neural network is established with a simple piecewise linear structure and higher computational efficiency. Computer simulations performed based on a PUMA560 manipulator are presented to illustrate the validity and advantages of such a bi-criteria neural control scheme for redundant robots.     

冗余度卫星搭载机械臂神经网络优化控制

研究了节点变换函数参数可调的多层神经网络,并将这种神经网络用于控制冗余度卫星搭载机器人系统;提出了卫星位姿最小摄动的冗余度机器人臂神经网络控制方案,在这种方案中将系统的正运动学方程作为神经网络学习的对象,由神经网络学习拟合系统运动学,实现了机器人臂运动和卫星运动的解耦,在机器人臂的运动和卫星本体解耦的基础上,基于带动量项的BP解法,实现了系统的最小动能优化控制,利用平面4关节星载机器人系统进行了仿真,取得比较理想的效果。     

基于改进的FNNs移动机械臂输出反馈跟踪控制

针对包含电机动态模型的移动机械臂系统,提出一种鲁棒自适应输出反馈控制方法.将误差符号函数鲁棒积分反馈与神经网络前馈结构相结合用于控制器的设计,然后利用神经网络去逼近机器人和电机系统的不确定项,设计鲁棒项实时补偿网络误差.通过Lyapunov稳定性分析证明闭环系统所有信号半全局一致有界.最后仿真实验表明,控制方法对系统动态不确定性和外界干扰有很好的鲁棒性,可实现移动机械臂的输出反馈跟踪控制.     

A Lagrangian network for kinematic control of redundant robotmanipulators

A recurrent neural network, called the Lagrangian network, is presented for the kinematic control of redundant robot manipulators. The optimal redundancy resolution is determined by the Lagrangian network through real-time solution to the inverse kinematics problem formulated as a quadratic optimization problem. While the signal for a desired velocity of the end-effector is fed into the inputs of the Lagrangian network, it generates the joint velocity vector of the manipulator in its outputs along with the associated Lagrange multipliers. The proposed Lagrangian network is shown to be capable of asymptotic tracking for the motion control of kinematically redundant manipulators.     

机器人神经模糊控制

本文首先讨论了机器人动力学的特殊性，提出了一种基于神经网络的模糊控制方法。该方法借助于一类新型的神经网络结构，实现了模糊规则的自动更新和隶属函数的自调整。该算法被用于机器人动态控制，取得了满意的仿真结果。     

机械手运动轨迹最优化模糊控制系统框架

提出了新颖的最优模糊聚类神经网络模型对机械手运动轨迹进行控制。该模型与已有的神经网络模型不同之处在于数据首先利用聚类算法对原始数据进行提取优化,然后又进一步优化控制规则以及隶属函数的参数,最终达到模糊聚类神经网络模型的最优化。该模型不但可以缩短规则生成的时间,有效地防止了规则数爆炸,而且在机械手运动控制的应用中效果良好。