Control Robusto Adaptable para Sistema no inercial: Acrobot sobre un carro

Laura Elena Trejo-Sosa, Hussain Alazki
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Abstract

This work shows the mathematical modeling of the non-linear system of an Acrobot on a car, which consist in a planar rotational mechanism with two joints of revolute, with an actuator in the elbow, but without actuator in the shoulder through the classical Euler-Lagrange method. In addition, a robust control strategies is proposed to achieve the attitude stabilization of the inverted position of Acrobot on a car in a non-inertial physical framework, these include reactions forces and relative motions which can potentially alter the performance of the system. The algorithm proposed is the Adaptive Sliding Modes Control (ASMC), which alters the dynamic of a non-linear system applying a discontinuous control signal that forces the system to “slide” until reaching the desired stability point, whose the main advantage is reject modeling uncertainties and non-linear effects , which result from the accelerated framework of reference to which Acrobot on a car. Implementing a scheme by numerical simulations in the platform Simulink.
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适用于非惯性系统的自适应鲁棒控制:手推车上的Acrobot
本文采用经典的欧拉-拉格朗日方法,对具有两个转动关节、肘部有作动器、肩部无作动器的平面旋转机器人非线性系统进行了数学建模。此外,提出了一种鲁棒控制策略,以实现在非惯性物理框架下的汽车上的Acrobot倒立位置的姿态稳定,其中包括可能改变系统性能的反作用力和相对运动。所提出的算法是自适应滑模控制(ASMC),该算法通过一个不连续的控制信号来改变非线性系统的动态,迫使系统“滑动”直到达到期望的稳定点,其主要优点是消除了由于汽车上的Acrobot所参考的加速框架所导致的建模不确定性和非线性效应。在Simulink平台上通过数值仿真实现了一种方案。
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