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磁驱动双自旋球形胶囊机器人的姿态动力学建模与稳定性分析

Posture Dynamic Modeling and Stability Analysis of a Magnetic Driven Dual-Spin Spherical Capsule Robot.

作者信息

Yang Huiyuan, Zhang Yongshun, Liu Zhenhu, Liu Xu, Liu Guanxi

机构信息

Key Laboratory for Precision & Non-Traditional Machining of Ministry of Education of China, Dalian University of Technology, Dalian 116023, China.

出版信息

Micromachines (Basel). 2021 Feb 26;12(3):238. doi: 10.3390/mi12030238.

Abstract

In order to realize the intervention operation in the unstructured and ample environments such as stomach and colon, a dual-spin spherical capsule robot (DSCR) driven by pure magnetic torque generated by the universal rotating magnetic field (URMF) is proposed. The coupled magnetic torque, the viscoelastic friction torque, and the gravity torque were analyzed. Furthermore, the posture dynamic model describing the electric-magnetic-mechanical-liquid coupling dynamic behavior of the DSCR in the gastrointestinal (GI) tract was established. This model is a second-order periodic variable coefficient dynamics equation, which should be regarded as an extension of the Lagrange case for the dual-spin body system under the fixed-point motion, since the external torques were applied. Based on the Floquet-Lyapunov theory, the stability domain of the DSCR for the asymptotically stable motion and periodic motion were obtained by investigating the influence of the angular velocity of the URMF, the magnetic induction intensity, and the centroid deviation. Research results show that the DSCR can realize three kinds of motion, which are asymptotically stable motion, periodic motion, and chaotic motion, according to the distribution of the system characteristic multipliers. Moreover, the posture stability of the DSCR can be improved by increasing the angular velocity of the URMF and reducing the magnetic induction intensity.

摘要

为了在胃和结肠等非结构化且空间较大的环境中实现介入操作,提出了一种由通用旋转磁场(URMF)产生的纯磁转矩驱动的双自旋球形胶囊机器人(DSCR)。分析了耦合磁转矩、粘弹性摩擦转矩和重力转矩。此外,建立了描述DSCR在胃肠道(GI)中的电磁 - 机械 - 液体耦合动态行为的姿态动力学模型。该模型是一个二阶周期变系数动力学方程,由于施加了外部转矩,应将其视为定点运动下双自旋体系统拉格朗日情形的扩展。基于弗洛凯 - 李雅普诺夫理论,通过研究URMF的角速度、磁感应强度和质心偏差的影响,得到了DSCR渐近稳定运动和周期运动的稳定域。研究结果表明,根据系统特征乘数的分布,DSCR可以实现三种运动,即渐近稳定运动、周期运动和混沌运动。此外,通过提高URMF的角速度和降低磁感应强度,可以提高DSCR的姿态稳定性。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/b9b2/7996837/3048dad0434a/micromachines-12-00238-g001.jpg

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