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Optimal tracking controller for an autonomous wheeled mobile robot using fuzzy genetic algorithm

机译:采用模糊遗传算法的自主轮式移动机器人的最佳跟踪控制器

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This paper deals with development of a kinematics model, a trajectory tracking, and a controller of fuzzy-genetics algorithm for 2-DOF Wheeled Mobile Robot (WMR). The global inputs to the WMR are a reference position, Pr= (xr,yr,θr)t and a reference velocity qr=(vr,ωr) t, which are time variables. The global output of WMR is a current posture Pc= (xc,yc,θc)t. The position of WMR is estimated by dead-reckoning algorithm. Dead-reckoning algorithm can determine present position of WMR in real time by adding up the increased position data to the previous one in sampling period. The tracking controller makes position error to be converged 0. In order to reduce position error, a compensation velocities q=(v,ω)t on the track of trajectory is necessary. Therefore, a controller using fuzzy-genetic algorithm is proposed to give velocity compensation in this system. Input variables of two fuzzy logic controllers (FLCs) are position errors in every sampling time. The output values of FLCs are compensation velocities. Genetic algorithms (GAs) are implemented to adjust the output gain of fuzzy logic. The computer simulation is performed to get the result of trajectory tracking and to prove efficiency of proposed controller.
机译:本文涉及运动学模型的开发,轨迹跟踪和2-DOF轮式移动机器人(WMR)的模糊遗传算法的控制器。对WMR的全局输入是参考位置,PR =(XR,YR,θR)T和参考速度QR =(VR,ωR)T,其是时间变量。 WMR的全局输出是当前姿势PC =(XC,YC,θc)t。 WMR的位置估计是通过死算法估计的。死算法可以通过将增加的位置数据添加到上一个采样时段中的上一个来确定WMR的当前位置。跟踪控制器使位置误差融合为0.为了减小位置误差,需要在轨迹的轨道上进行补偿速度q =(v,ω)t。因此,建议使用模糊遗传算法的控制器在该系统中提供速度补偿。两个模糊逻辑控制器(FLC)的输入变量是每个采样时间中的位置错误。 FLC的输出值是补偿速度。实现遗传算法(气体)以调整模糊逻辑的输出增益。执行计算机模拟以获得轨迹跟踪的结果,并证明提出的控制器的效率。

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