灵活性(工程)
机器人
计算机科学
对象(语法)
运动方程
动力学方程
运动(物理)
弯曲
控制理论(社会学)
模拟
经典力学
控制工程
物理
结构工程
工程类
人工智能
数学
统计
控制(管理)
非线性系统
量子力学
作者
Amir Jalali,Farrokh Janabi‐Sharifi
出处
期刊:IEEE robotics and automation letters
日期:2021-12-23
卷期号:7 (2): 1643-1650
被引量:9
标识
DOI:10.1109/lra.2021.3137535
摘要
This study presents a general framework for the dynamic analysis of tendon-driven co-manipulative continuum robots with flexible objects. Hence, the actuations of the arms have been provided by bending. Furthermore, the object is modeled as a flexible rod to account for the flexibility of the object into the coupled dynamics of the robot. The equations of motion are summarized based on Cosserat-rod modeling of the arms and the object to account for large deflections. A numerical solution method is developed to solve the equations of motion and to obtain the dynamic response. The numerical results are verified through the experiments. The results show that the presented algorithm has a great potential for the dynamic modeling of cooperative continuum robots. Although integration of the object flexibility increases the complexity of the model, the coupled flexibility of the arms and object has unavoidable effects on the dynamic response of the robot and should be considered for analysis and identification purposes.
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