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A kind of Lagrange dynamic simplified modeling method for multi-DOF robot

机译:一种多自由度机器人的Lagrange动态简化建模方法

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To solve the problem between large computation and complex process of dynamic modeling on multi-DOF(degree of freedom) robot, the paper introduces Lagrange equation into the problem so that only external force needs to be considered and unknown binding force is no longer to be considered, which is convenient for the design of control system and dynamic simulation. Also, the paper introduces Q matrix into traditional Lagrange dynamic equation of robot and linearizes the dynamic equation under reference frame. Finally, the paper proposes a Lagrange equation simplified calculation method for dynamic modeling on multi-DOF robots and gives the calculation equations. The paper takes five DOF Upper limb rehabilitation robot as example and model the robot using the new method. The simulation result shows that the established mathematical model is accurate and the method is fast, efficient and can be used as a new method for a class of multi-DOF robots modeling.
机译:为了解决多自由度(DOF)机器人的大计算量与复杂的动力学建模过程之间的问题,本文将拉格朗日方程引入该问题,从而只需要考虑外力而不再需要未知的约束力考虑,这对于控制系统的设计和动态仿真很方便。并且,将Q矩阵引入传统的机器人拉格朗日动力学方程,并在参考框架下线性化了动力学方程。最后,提出了一种用于多自由度机器人动力学建模的拉格朗日方程简化计算方法,并给出了计算方程。本文以五个自由度上肢康复机器人为例,并用新方法对机器人进行建模。仿真结果表明,所建立的数学模型准确,快速,有效,可作为一类多自由度机器人建模的新方法。

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